<?xml version="1.0" encoding="utf-8"?>
<raweb xmlns:xlink="http://www.w3.org/1999/xlink" xml:lang="en" year="2013">
  <identification id="parietal" isproject="true">
    <shortname>PARIETAL</shortname>
    <projectName>Modelling brain structure, function and variability based on high-field MRI data.</projectName>
    <theme-de-recherche>Computational Neuroscience and Medecine</theme-de-recherche>
    <domaine-de-recherche>Digital Health, Biology and Earth</domaine-de-recherche>
    <urlTeam>http://team.inria.fr/parietal/</urlTeam>
    <datecreation>2009 July 01</datecreation>
    <UR name="Saclay"/>
    <keywords>
      <term>Medical Images</term>
      <term>Image Processing</term>
      <term>Biological Images</term>
      <term>Brain Computer Interface</term>
      <term>Machine Learning</term>
    </keywords>
    <moreinfo/>
  </identification>
  <team id="uid1">
    <person key="parietal-2008-id18078">
      <firstname>Bertrand</firstname>
      <lastname>Thirion</lastname>
      <categoryPro>Chercheur</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Team leader, Inria</moreinfo>
      <hdr>oui</hdr>
    </person>
    <person key="parietal-2013-idp140270658953296">
      <firstname>Philippe</firstname>
      <lastname>Ciuciu</lastname>
      <categoryPro>Chercheur</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>CEA, Researcher</moreinfo>
      <hdr>oui</hdr>
    </person>
    <person key="asclepios-2005-id18334">
      <firstname>Pierre</firstname>
      <lastname>Fillard</lastname>
      <categoryPro>Chercheur</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, Researcher, until Jan 2013</moreinfo>
    </person>
    <person key="parietal-2013-idp140270658958288">
      <firstname>François</firstname>
      <lastname>Picard</lastname>
      <categoryPro>Technique</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Digiteo, Developer, from Jan 2013 until Dec 2013</moreinfo>
    </person>
    <person key="parietal-2008-id18129">
      <firstname>Gaël</firstname>
      <lastname>Varoquaux</lastname>
      <categoryPro>Chercheur</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, Researcher</moreinfo>
    </person>
    <person key="parietal-2011-idp140218923267360">
      <firstname>Benoit</firstname>
      <lastname>Da Mota</lastname>
      <categoryPro>CollaborateurExterieur</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, post-doc until Aug 2013</moreinfo>
    </person>
    <person key="odyssee-2006-id18692">
      <firstname>Alexandre</firstname>
      <lastname>Gramfort</lastname>
      <categoryPro>CollaborateurExterieur</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Institut Telecom</moreinfo>
    </person>
    <person key="parietal-2011-idp140218923275504">
      <firstname>Sergio</firstname>
      <lastname>Medina</lastname>
      <categoryPro>CollaborateurExterieur</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Developer, until Feb 2013</moreinfo>
    </person>
    <person key="parietal-2012-idp140729218039680">
      <firstname>Elvis</firstname>
      <lastname>Dohmatob</lastname>
      <categoryPro>Technique</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria</moreinfo>
    </person>
    <person key="parietal-2013-idp140270658972112">
      <firstname>Philippe</firstname>
      <lastname>Gervais</lastname>
      <categoryPro>Technique</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, granted by ANR NICONNECT project, from Feb 2013 until Sep 2013</moreinfo>
    </person>
    <person key="parietal-2013-idp140270658974496">
      <firstname>Olivier</firstname>
      <lastname>Grisel</lastname>
      <categoryPro>Technique</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, from Oct 2013</moreinfo>
    </person>
    <person key="parietal-2012-idp140729218036992">
      <firstname>Jaques</firstname>
      <lastname>Grobler</lastname>
      <categoryPro>Technique</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria</moreinfo>
    </person>
    <person key="parietal-2013-idp140270658979104">
      <firstname>Salma</firstname>
      <lastname>Torkhani</lastname>
      <categoryPro>PostDoc</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>CEA, from Jun 2013</moreinfo>
    </person>
    <person key="parietal-2012-idp140729218063872">
      <firstname>Alexandre</firstname>
      <lastname>Abraham</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, granted by Digiteo SubSample</moreinfo>
    </person>
    <person key="parietal-2013-idp140270658983712">
      <firstname>Solveig</firstname>
      <lastname>Badillo</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>CEA, until Oct 2013</moreinfo>
    </person>
    <person key="parietal-2013-idp140270658986016">
      <firstname>Nicolas</firstname>
      <lastname>Chauffert</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Univ. Paris XI</moreinfo>
    </person>
    <person key="parietal-2011-idp140218923286256">
      <firstname>Michael</firstname>
      <lastname>Eickenberg</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>ENS, Univ. Paris XI</moreinfo>
    </person>
    <person key="parietal-2013-idp140270658990624">
      <firstname>Aina</firstname>
      <lastname>Frau Pascual</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, from Oct 2013</moreinfo>
    </person>
    <person key="parietal-2010-id59700">
      <firstname>Virgile</firstname>
      <lastname>Fritsch</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, granted by Digiteo Hidinim</moreinfo>
    </person>
    <person key="parietal-2009-id59586">
      <firstname>Fabian</firstname>
      <lastname>Pedregosa</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, granted by ANR IRMGroup</moreinfo>
    </person>
    <person key="parietal-2011-idp140218923288944">
      <firstname>Yannick</firstname>
      <lastname>Schwartz</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, granted by ANR BrainPedia</moreinfo>
    </person>
    <person key="parietal-2010-id59723">
      <firstname>Viviana</firstname>
      <lastname>Siless</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, Univ. Paris XI</moreinfo>
    </person>
    <person key="parietal-2013-idp140270659002144">
      <firstname>Hao</firstname>
      <lastname>Xu</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Ecole Polytechnique</moreinfo>
    </person>
    <person key="parietal-2013-idp140270659004448">
      <firstname>Nicolas</firstname>
      <lastname>Zilber</lastname>
      <categoryPro>PhD</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>CEA, until Nov 2013</moreinfo>
    </person>
    <person key="parietal-2011-idp140218923270048">
      <firstname>Bernard</firstname>
      <lastname>Ng</lastname>
      <categoryPro>PostDoc</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, until May 2013</moreinfo>
    </person>
    <person key="parietal-2013-idp140270659009056">
      <firstname>Ronald</firstname>
      <lastname>Phlypo</lastname>
      <categoryPro>PostDoc</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, granted by ANR NICONNECT project, from Sep 2013</moreinfo>
    </person>
    <person key="parietal-2013-idp140270659011424">
      <firstname>Danilo</firstname>
      <lastname>Bzdok</lastname>
      <categoryPro>Visiteur</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>PhD, Sep 2013</moreinfo>
    </person>
    <person key="proval-2008-id18174">
      <firstname>Régine</firstname>
      <lastname>Bricquet</lastname>
      <categoryPro>Assistant</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria</moreinfo>
    </person>
    <person key="parietal-2013-idp140270659016032">
      <firstname>Felipe Andres</firstname>
      <lastname>Yanez Lang</lastname>
      <categoryPro>AutreCategorie</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Intern, from Jan 2013 until Mar 2013</moreinfo>
    </person>
    <person key="parietal-2013-idp140270659018336">
      <firstname>Fernando</firstname>
      <lastname>Yepes Calderon</lastname>
      <categoryPro>AutreCategorie</categoryPro>
      <research-centre>Saclay</research-centre>
      <moreinfo>Inria, PhD student, from Jul 2013 until Sep 2013</moreinfo>
    </person>
  </team>
  <presentation id="uid2">
    <bodyTitle>Overall Objectives</bodyTitle>
    <subsection id="uid3" level="1">
      <bodyTitle>Highlights of the Year</bodyTitle>
      <simplelist>
        <li id="uid4">
          <p noindent="true">The <b>Therapixel</b> start-up was created by Pierre Fillard (effective on
July 1<sup>st</sup>, 2013) <ref xlink:href="http://www.therapixel.com/company/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>www.<allowbreak/>therapixel.<allowbreak/>com/<allowbreak/>company/</ref>.
Therapixel is designing a device to look at and interact with images
without any contact to a screen or a keyboard.
This technical solution is very handy for surgeons who have to avoid any contact while in the operating room, and yet need pre-operative images.
The technologies developed at Therapixel are based on those of the
medInria software.
Therapixel got an OSEO 2013 grant.</p>
        </li>
        <li id="uid5">
          <p noindent="true">The <b>Human Brain Project</b> European flagship project has been
accepted in 2013 for a ten years duration (see section
<ref xlink:href="#uid98" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>). Parietal is part of it and took part to the kick-off in
October 2013.</p>
        </li>
      </simplelist>
    </subsection>
  </presentation>
  <fondements id="uid6">
    <bodyTitle>Research Program</bodyTitle>
    <subsection id="uid7" level="1">
      <bodyTitle>Human neuroimaging data and its use</bodyTitle>
      <p noindent="true">Human neuroimaging consists in acquiring non-invasively image
data from normal and diseased human populations.
Magnetic Resonance Imaging (MRI) can be used to acquire information on
brain structure and function at high spatial resolution.</p>
      <simplelist>
        <li id="uid8">
          <p noindent="true">T1-weighted MRI is used to obtain a segmentation of the brain into
different different tissues, such as gray matter, white matter, deep
nuclei, cerebro-spinal fluid, at the millimeter or sub-millimeter
resolution. This can then be used to derive geometric and anatomical
information on the brain, e.g. cortical thickness.</p>
        </li>
        <li id="uid9">
          <p noindent="true">Diffusion-weighted MRI measures the local diffusion of water
molecules in the brain at the resolution of 2mm, in a set of
directions (30 to 60 typically). Local anisotropy, observed in white
matter, yields a local model of fiber orientation that can be
integrated nito a geometric model of fiber tracts along which water
diffusion occurs, and thus provides information on the connectivity
structure of the brain.</p>
        </li>
        <li id="uid10">
          <p noindent="true">Functional MRI measures the blood-oxygen-level-dependent (BOLD)
contrast that reflects neural activity in the brain, at a spatial
resolution of 2 to 3mm, and a temporal resolution of 2-3s. This
yields a spatially resolved image of brain functional networks that
can be modulated either by specific cognitive tasks or appear as
networks of correlated activity.</p>
        </li>
        <li id="uid11">
          <p noindent="true">Electro- and Magneto-encephalography (MEEG) are two additional
modalities that complement functional MRI, as they directly measure
the electric and magnetic signals elicited by neural activity, at the
millisecond scale. These modalities rely on surface measurements and
do not localize brain activity very accurately in the spatial domain.</p>
        </li>
      </simplelist>
    </subsection>
    <subsection id="uid12" level="1">
      <bodyTitle>High-field MRI</bodyTitle>
      <p>High field MRI as performed at Neurospin (7T on humans, 11.7T in 2017,
17.6T on rats) brings an improvement over traditional MRI acquisitions
at 1.5T or 3T, related to to a higher signal-to-noise ratio in the
data. Depending on the data and applicative context, this gain in SNR
can be traded against spatial resolution improvements, thus helping in
getting more detailed views of brain structure and function. This
comes at the risk of higher susceptibility distortions of the MRI
scans and signal inhomogeneities, that need to be corrected
for. Improvements at the acquisition level may come from the use of
new coils (such as the 32 channels coil on the 7T at Neurospin), as
well as the use of multi-band sequences <ref xlink:href="#parietal-2013-bid0" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.
</p>
    </subsection>
    <subsection id="uid13" level="1">
      <bodyTitle>
Technical challenges for the analysis of neuroimaging data</bodyTitle>
      <p>The first limitation of Neuroimaging-based brain analysis is the
limited Signal-to-Noise Ratio of the data.
A particularly striking case if functional MRI, where only a fraction
of the data is actually understood, and from which it is impossible to
observe by eye the effect of neural activation on the raw data.
Moreover, far from traditional i.i.d. Gaussian models, the noise in MRI
typically exhibits correlations and long-distance correlation
properties (e.g. motion-related signal) and has potentially large
amplitude, which can make it hard to distinguish from true signal on a
purely statistical basis.
A related difficulty is the <i>lack of salient structure</i> in the
data: it is hard to infer meaningful patterns (either through
segmentation or factorization procedures) based on the data only. A
typical case is the inference of brain networks from resting-state
functional connectivity data.</p>
      <p>Regarding statistical methodology, neuroimaging problems also suffer
from the relative paucity of the data, i.e. the relatively small
number of images available to learn brain features or models,
e.g. with respect to the size of the images or the number of potential
structures of interest.
This leads to several kinds of difficulties, known either as
<i>multiple comparison problems</i> or <i>curse of dimensionality</i>.
One possibility to overcome this challenge is to increase the amount
of data by using images from multiple acquisition centers, at the risk
of introducing scanner-related variability, thus challenging the
homogeneity of the data. This becomes an important concern with the
advent of cross-modal neuroimaging-genetics studies.
</p>
    </subsection>
  </fondements>
  <domaine id="uid14">
    <bodyTitle>Application Domains</bodyTitle>
    <subsection id="uid15" level="1">
      <bodyTitle>Inverse problems in Neuroimaging</bodyTitle>
      <p>Many problems in neuroimaging can be framed as forward and inverse
problems. For instance, the neuroimaging <i>inverse problem</i>
consists in predicting individual information (behavior, phenotype)
from neuroimaging data, while an important the <i>forward
problem</i> consists in fitting neuroimaging data with high-dimensional
(e.g. genetic) variables.
Solving these problems entails the definition of two terms: a loss
that quantifies the goodness of fit of the solution (does the model explain the data reasonably well ?), and a regularization schemes that represents a prior on the expected solution of the problem. In particular some priors enforce some properties of the solutions, such as sparsity, smoothness or being piecewise constant.</p>
      <p noindent="true">Let us detail the model used in the inverse problem: Let <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐗</mi></math></formula>
be a neuroimaging dataset as an <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><mo>(</mo><msub><mi>n</mi><mrow><mi>s</mi><mi>u</mi><mi>b</mi><mi>j</mi></mrow></msub><mo>,</mo><msub><mi>n</mi><mrow><mi>v</mi><mi>o</mi><mi>x</mi><mi>e</mi><mi>l</mi><mi>s</mi></mrow></msub><mo>)</mo></mrow></math></formula> matrix, where
<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>n</mi><mrow><mi>s</mi><mi>u</mi><mi>b</mi><mi>j</mi></mrow></msub></math></formula> and <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>n</mi><mrow><mi>v</mi><mi>o</mi><mi>x</mi><mi>e</mi><mi>l</mi><mi>s</mi></mrow></msub></math></formula> are the number of subjects under study,
and the image size respectively, <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐘</mi></math></formula> an array of values that
represent characteristics of interest in the observed population,
written as <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><mo>(</mo><msub><mi>n</mi><mrow><mi>s</mi><mi>u</mi><mi>b</mi><mi>j</mi></mrow></msub><mo>,</mo><msub><mi>n</mi><mi>f</mi></msub><mo>)</mo></mrow></math></formula> matrix, where <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>n</mi><mi>f</mi></msub></math></formula> is the number of
characteristics that are tested, and <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>β</mi></math></formula> an array of shape
<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><mo>(</mo><msub><mi>n</mi><mrow><mi>v</mi><mi>o</mi><mi>x</mi><mi>e</mi><mi>l</mi><mi>s</mi></mrow></msub><mo>,</mo><msub><mi>n</mi><mi>f</mi></msub><mo>)</mo></mrow></math></formula> that represents a set of pattern-specific maps. In
the first place, we may consider the columns <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><msub><mi>𝐘</mi><mn>1</mn></msub><mo>,</mo><mo>.</mo><mo>.</mo><mo>,</mo><msub><mi>𝐘</mi><msub><mi>n</mi><mi>f</mi></msub></msub></mrow></math></formula> of <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>Y</mi></math></formula> independently, yielding <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>n</mi><mi>f</mi></msub></math></formula> problems to be
solved in parallel:</p>
      <formula textype="displaymath" type="display">
        <math xmlns="http://www.w3.org/1998/Math/MathML" mode="display" overflow="scroll">
          <mrow>
            <msub>
              <mi>𝐘</mi>
              <mi>i</mi>
            </msub>
            <mo>=</mo>
            <mi>𝐗</mi>
            <msub>
              <mi>β</mi>
              <mi>i</mi>
            </msub>
            <mo>+</mo>
            <msub>
              <mi>ϵ</mi>
              <mi>i</mi>
            </msub>
            <mo>,</mo>
            <mo>∀</mo>
            <mi>i</mi>
            <mo>∈</mo>
            <mrow>
              <mo>{</mo>
              <mn>1</mn>
              <mo>,</mo>
              <mo>.</mo>
              <mo>.</mo>
              <mo>,</mo>
              <msub>
                <mi>n</mi>
                <mi>f</mi>
              </msub>
              <mo>}</mo>
            </mrow>
            <mo>,</mo>
          </mrow>
        </math>
      </formula>
      <p noindent="true">where the vector contains <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>β</mi><mi>i</mi></msub></math></formula> is the <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msup><mi>i</mi><mrow><mi>t</mi><mi>h</mi></mrow></msup></math></formula> row of
<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>β</mi></math></formula>. As the problem is clearly ill-posed, it is
naturally handled in a regularized regression framework:</p>
      <formula id-text="5" id="uid16" textype="displaymath" type="display">
        <math xmlns="http://www.w3.org/1998/Math/MathML" mode="display" overflow="scroll">
          <mrow>
            <msub>
              <mover accent="true">
                <mi>β</mi>
                <mo>^</mo>
              </mover>
              <mi>i</mi>
            </msub>
            <mo>=</mo>
            <msub>
              <mtext>argmin</mtext>
              <msub>
                <mi>β</mi>
                <mi>i</mi>
              </msub>
            </msub>
            <msup>
              <mrow>
                <mo>∥</mo>
                <msub>
                  <mi>𝐘</mi>
                  <mi>i</mi>
                </msub>
                <mo>-</mo>
                <mi>𝐗</mi>
                <msub>
                  <mi>β</mi>
                  <mi>i</mi>
                </msub>
                <mo>∥</mo>
              </mrow>
              <mn>2</mn>
            </msup>
            <mo>+</mo>
            <mi>Ψ</mi>
            <mrow>
              <mo>(</mo>
              <msub>
                <mi>β</mi>
                <mi>i</mi>
              </msub>
              <mo>)</mo>
            </mrow>
            <mo>,</mo>
          </mrow>
        </math>
      </formula>
      <p noindent="true">where <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>Ψ</mi></math></formula> is an adequate penalization used to regularize the
solution:</p>
      <formula id-text="1" id="uid17" textype="equation" type="display">
        <math xmlns="http://www.w3.org/1998/Math/MathML" mode="display" overflow="scroll">
          <mrow>
            <mi>Ψ</mi>
            <mrow>
              <mo>(</mo>
              <mi>β</mi>
              <mo>;</mo>
              <msub>
                <mi>λ</mi>
                <mn>1</mn>
              </msub>
              <mo>,</mo>
              <msub>
                <mi>λ</mi>
                <mn>2</mn>
              </msub>
              <mo>,</mo>
              <msub>
                <mi>η</mi>
                <mn>1</mn>
              </msub>
              <mo>,</mo>
              <msub>
                <mi>η</mi>
                <mn>2</mn>
              </msub>
              <mo>)</mo>
            </mrow>
            <mo>=</mo>
            <msub>
              <mi>λ</mi>
              <mn>1</mn>
            </msub>
            <msub>
              <mrow>
                <mo>∥</mo>
                <mi>β</mi>
                <mo>∥</mo>
              </mrow>
              <mn>1</mn>
            </msub>
            <mo>+</mo>
            <msub>
              <mi>λ</mi>
              <mn>2</mn>
            </msub>
            <msubsup>
              <mrow>
                <mo>∥</mo>
                <mi>β</mi>
                <mo>∥</mo>
              </mrow>
              <mn>2</mn>
              <mn>2</mn>
            </msubsup>
            <mo>+</mo>
            <msub>
              <mi>η</mi>
              <mn>1</mn>
            </msub>
            <msub>
              <mrow>
                <mo>∥</mo>
                <mi>∇</mi>
                <mi>β</mi>
                <mo>∥</mo>
              </mrow>
              <mn>1</mn>
            </msub>
            <mo>+</mo>
            <msub>
              <mi>η</mi>
              <mn>2</mn>
            </msub>
            <msubsup>
              <mrow>
                <mo>∥</mo>
                <mi>∇</mi>
                <mi>β</mi>
                <mo>∥</mo>
              </mrow>
              <mn>2</mn>
              <mn>2</mn>
            </msubsup>
          </mrow>
        </math>
      </formula>
      <p noindent="true">with <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><msub><mi>λ</mi><mn>1</mn></msub><mo>,</mo><mspace width="0.166667em"/><msub><mi>λ</mi><mn>2</mn></msub><mo>,</mo><mspace width="0.166667em"/><msub><mi>η</mi><mn>1</mn></msub><mo>,</mo><mspace width="0.166667em"/><msub><mi>η</mi><mn>2</mn></msub><mo>≥</mo><mn>0</mn></mrow></math></formula>. In
general, only one or two of these constraints is considered (hence is enforced with a non-zero coefficient):</p>
      <simplelist>
        <li id="uid18">
          <p noindent="true">When <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><msub><mi>λ</mi><mn>1</mn></msub><mo>&gt;</mo><mn>0</mn></mrow></math></formula> only (LASSO), and to some extent, when <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><msub><mi>λ</mi><mn>1</mn></msub><mo>,</mo><msub><mi>λ</mi><mn>2</mn></msub><mo>&gt;</mo><mn>0</mn></mrow></math></formula> only (elastic net), the optimal solution <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>β</mi></math></formula> is
(possibly very) sparse, but may not exhibit a proper image structure;
it does not fit well with the intuitive concept of a brain map.</p>
        </li>
        <li id="uid19">
          <p noindent="true">Total Variation regularization (see Fig. <ref xlink:href="#uid21" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>) is obtained for (<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><msub><mi>η</mi><mn>1</mn></msub><mo>&gt;</mo><mn>0</mn></mrow></math></formula> only), and
typically yields a piecewise constant solution.</p>
        </li>
        <li id="uid20">
          <p noindent="true">Smooth lasso is obtained with (<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><msub><mi>η</mi><mn>2</mn></msub><mo>&gt;</mo><mn>0</mn></mrow></math></formula> and
<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><msub><mi>λ</mi><mn>1</mn></msub><mo>&gt;</mo><mn>0</mn></mrow></math></formula> only), and yields smooth, compactly supported spatial basis functions.</p>
        </li>
      </simplelist>
      <object id="uid21">
        <table>
          <tr>
            <td>
              <ressource xlink:href="IMG/inter_sizes_alpha1.png" type="float" width="405.6487pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
        </table>
        <caption>Example of the regularization of a brain map with total
variation in an inverse problem. The problems here consists in
predicting the spatial scale of an object presented as a stimulus,
given functional neuroimaging data acquired during the observation
of an image. Learning and test are performed across
individuals. Unlike other approaches, Total Variation regularization
yields a sparse and well-localized solution that enjoys particularly high
accuracy.</caption>
      </object>
      <p>The performance of the predictive model can simply be evaluated as the
amount of variance in <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>𝐘</mi><mi>i</mi></msub></math></formula> fitted by the model, for each <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><mi>i</mi><mo>∈</mo><mo>{</mo><mn>1</mn><mo>,</mo><mo>.</mo><mo>.</mo><mo>,</mo><msub><mi>n</mi><mi>f</mi></msub><mo>}</mo></mrow></math></formula>. This can be computed through cross-validation, by
<i>learning</i> <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mover accent="true"><mi>β</mi><mo>^</mo></mover><mi>i</mi></msub></math></formula> on some part of the dataset, and then
estimating <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><mo>(</mo><msub><mi>Y</mi><mi>i</mi></msub><mo>-</mo><mi>X</mi><msub><mover accent="true"><mi>β</mi><mo>^</mo></mover><mi>i</mi></msub><mo>)</mo></mrow></math></formula> using the remainder of the dataset.</p>
      <p>This framework is easily extended by considering</p>
      <simplelist>
        <li id="uid22">
          <p noindent="true"><i>Grouped penalization</i>, where the penalization explicitly
includes a prior clustering of the features, i.e. voxel-related
signals, into given groups. This is particularly important to include
external anatomical priors on the relevant solution.</p>
        </li>
        <li id="uid23">
          <p noindent="true"><i>Combined penalizations</i>, i.e. a mixture of simple and
group-wise penalizations, that allow some variability to fit the
data in different populations of subjects, while keeping some common
constraints.</p>
        </li>
        <li id="uid24">
          <p noindent="true"><i>Logistic regression</i>, where a logistic non-linearity is
applied to the linear model so that it yields a probability of
classification in a binary classification problem.</p>
        </li>
        <li id="uid25">
          <p noindent="true"><i>Robustness to between-subject variability</i> is an important
question, as it makes little sense that a learned model depends
dramatically on the particular observations used for learning. This is
an important issue, as this kind of robustness is somewhat opposite to
sparsity requirements.</p>
        </li>
        <li id="uid26">
          <p noindent="true"><i>Multi-task learning</i>: if several target variables
are thought to be related, it might be useful to constrain the
estimated parameter vector <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>β</mi></math></formula> to have a shared support across all
these variables.</p>
          <p noindent="true">For instance, when one of the variables <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>𝐘</mi><mi>i</mi></msub></math></formula> is not well fitted by
the model, the estimation of other variables <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><msub><mi>𝐘</mi><mi>j</mi></msub><mo>,</mo><mi>j</mi><mo>≠</mo><mi>i</mi></mrow></math></formula> may
provide constraints on the support of <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>β</mi><mi>i</mi></msub></math></formula> and thus, improve the
prediction of <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>𝐘</mi><mi>i</mi></msub></math></formula>. Yet this does not impose constraints on the
non-zero parameters of the parameters <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>β</mi><mi>i</mi></msub></math></formula>.</p>
          <formula id-text="2" id="uid27" textype="equation" type="display">
            <math xmlns="http://www.w3.org/1998/Math/MathML" mode="display" overflow="scroll">
              <mrow>
                <mi>𝐘</mi>
                <mo>=</mo>
                <mi>𝐗</mi>
                <mi>β</mi>
                <mo>+</mo>
                <mi>ϵ</mi>
                <mo>,</mo>
              </mrow>
            </math>
          </formula>
          <p noindent="true">then</p>
          <formula id-text="3" id="uid28" textype="equation" type="display">
            <math xmlns="http://www.w3.org/1998/Math/MathML" mode="display" overflow="scroll">
              <mrow>
                <mover accent="true">
                  <mi>β</mi>
                  <mo>^</mo>
                </mover>
                <mo>=</mo>
                <msub>
                  <mtext>argmin</mtext>
                  <mrow>
                    <mi>β</mi>
                    <mo>=</mo>
                    <mrow>
                      <mo>(</mo>
                      <msub>
                        <mi>β</mi>
                        <mi>i</mi>
                      </msub>
                      <mo>)</mo>
                    </mrow>
                    <mo>,</mo>
                    <mi>i</mi>
                    <mo>=</mo>
                    <mn>1</mn>
                    <mo>.</mo>
                    <mo>.</mo>
                    <msub>
                      <mi>n</mi>
                      <mi>f</mi>
                    </msub>
                  </mrow>
                </msub>
                <munderover>
                  <mo>∑</mo>
                  <mrow>
                    <mi>i</mi>
                    <mo>=</mo>
                    <mn>1</mn>
                  </mrow>
                  <msub>
                    <mi>n</mi>
                    <mi>f</mi>
                  </msub>
                </munderover>
                <msup>
                  <mrow>
                    <mo>∥</mo>
                    <msub>
                      <mi>𝐘</mi>
                      <mi>𝐢</mi>
                    </msub>
                    <mo>-</mo>
                    <mi>𝐗</mi>
                    <msub>
                      <mi>β</mi>
                      <mi>𝐢</mi>
                    </msub>
                    <mo>∥</mo>
                  </mrow>
                  <mn>2</mn>
                </msup>
                <mo>+</mo>
                <mi>λ</mi>
                <munderover>
                  <mo>∑</mo>
                  <mrow>
                    <mi>j</mi>
                    <mo>=</mo>
                    <mn>1</mn>
                  </mrow>
                  <msub>
                    <mi>n</mi>
                    <mrow>
                      <mi>v</mi>
                      <mi>o</mi>
                      <mi>x</mi>
                      <mi>e</mi>
                      <mi>l</mi>
                      <mi>s</mi>
                    </mrow>
                  </msub>
                </munderover>
                <msqrt>
                  <mrow>
                    <msubsup>
                      <mo>∑</mo>
                      <mrow>
                        <mi>i</mi>
                        <mo>=</mo>
                        <mn>1</mn>
                      </mrow>
                      <msub>
                        <mi>n</mi>
                        <mi>f</mi>
                      </msub>
                    </msubsup>
                    <msubsup>
                      <mi>β</mi>
                      <mrow>
                        <mi>𝐢</mi>
                        <mo>,</mo>
                        <mi>𝐣</mi>
                      </mrow>
                      <mn mathvariant="bold">2</mn>
                    </msubsup>
                  </mrow>
                </msqrt>
              </mrow>
            </math>
          </formula>
        </li>
      </simplelist>
    </subsection>
    <subsection id="uid29" level="1">
      <bodyTitle>Multivariate decompositions</bodyTitle>
      <p>Multivariate decompositions are an important tool to model complex
data such as brain activation images: for instance, one might be
interested in extracting an atlas of brain regions from a given
dataset, such as regions depicting similar activities during a
protocol, across multiple protocols, or even in the absence of
protocol (during resting-state). These data can often be factorized
into spatial-temporal components, and thus can be estimated through
<i>regularized Principal Components Analysis</i> (PCA) algorithms,
which share some common steps with regularized regression.</p>
      <p noindent="true">Let <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐗</mi></math></formula> be a neuroimaging dataset written as an <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><mo>(</mo><msub><mi>n</mi><mrow><mi>s</mi><mi>u</mi><mi>b</mi><mi>j</mi></mrow></msub><mo>,</mo><msub><mi>n</mi><mrow><mi>v</mi><mi>o</mi><mi>x</mi><mi>e</mi><mi>l</mi><mi>s</mi></mrow></msub><mo>)</mo></mrow></math></formula> matrix, after proper centering; the model reads</p>
      <formula id-text="4" id="uid30" textype="equation" type="display">
        <math xmlns="http://www.w3.org/1998/Math/MathML" mode="display" overflow="scroll">
          <mrow>
            <mi>𝐗</mi>
            <mo>=</mo>
            <mi>𝐀𝐃</mi>
            <mo>+</mo>
            <mi>ϵ</mi>
            <mo>,</mo>
          </mrow>
        </math>
      </formula>
      <p noindent="true">where <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐃</mi></math></formula> represents a set of <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>n</mi><mrow><mi>c</mi><mi>o</mi><mi>m</mi><mi>p</mi></mrow></msub></math></formula> spatial maps, hence a matrix
of shape <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><mo>(</mo><msub><mi>n</mi><mrow><mi>c</mi><mi>o</mi><mi>m</mi><mi>p</mi></mrow></msub><mo>,</mo><msub><mi>n</mi><mrow><mi>v</mi><mi>o</mi><mi>x</mi><mi>e</mi><mi>l</mi><mi>s</mi></mrow></msub><mo>)</mo></mrow></math></formula>, and <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐀</mi></math></formula> the associated subject-wise
loadings. While traditional PCA and independent components analysis
are limited to reconstruct components <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐃</mi></math></formula> within the space spanned by
the column of <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐗</mi></math></formula>, it seems desirable to add some constraints on the
rows of <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐃</mi></math></formula>, that represent spatial maps, such as sparsity, and/or
smoothness, as it makes the interpretation of these maps clearer in
the context of neuroimaging.</p>
      <p noindent="true">This yields the following estimation problem:</p>
      <formula id-text="5" id="uid31" textype="equation" type="display">
        <math xmlns="http://www.w3.org/1998/Math/MathML" mode="display" overflow="scroll">
          <mrow>
            <msub>
              <mtext>min</mtext>
              <mrow>
                <mi>𝐃</mi>
                <mo>,</mo>
                <mi>𝐀</mi>
              </mrow>
            </msub>
            <msup>
              <mrow>
                <mo>∥</mo>
                <mi>𝐗</mi>
                <mo>-</mo>
                <mi>𝐀𝐃</mi>
                <mo>∥</mo>
              </mrow>
              <mn>2</mn>
            </msup>
            <mo>+</mo>
            <mi>Ψ</mi>
            <mrow>
              <mo>(</mo>
              <mi>𝐃</mi>
              <mo>)</mo>
            </mrow>
            <mspace width="4.pt"/>
            <mtext>s.t.</mtext>
            <mspace width="4.pt"/>
            <mrow>
              <mo>∥</mo>
              <msub>
                <mi>𝐀</mi>
                <mi>i</mi>
              </msub>
              <mo>∥</mo>
            </mrow>
            <mo>=</mo>
            <mn>1</mn>
            <mspace width="0.277778em"/>
            <mo>∀</mo>
            <mi>i</mi>
            <mo>∈</mo>
            <mrow>
              <mo>{</mo>
              <mn>1</mn>
              <mo>.</mo>
              <mo>.</mo>
              <msub>
                <mi>n</mi>
                <mi>f</mi>
              </msub>
              <mo>}</mo>
            </mrow>
            <mo>,</mo>
          </mrow>
        </math>
      </formula>
      <p noindent="true">where <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><mrow><mo>(</mo><msub><mi>𝐀</mi><mi>i</mi></msub><mo>)</mo></mrow><mo>,</mo><mspace width="0.277778em"/><mi>i</mi><mo>∈</mo><mrow><mo>{</mo><mn>1</mn><mo>.</mo><mo>.</mo><msub><mi>n</mi><mi>f</mi></msub><mo>}</mo></mrow></mrow></math></formula> represents the columns of
<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐀</mi></math></formula>. <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>Ψ</mi></math></formula> can be chosen such as in Eq. (<ref xlink:href="#uid17" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>) in order to
enforce smoothness and/or sparsity constraints.</p>
      <p noindent="true">The problem is not jointly convex in all the variables but each
penalization given in Eq (<ref xlink:href="#uid17" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>) yields a convex problem on
<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐃</mi></math></formula> for <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐀</mi></math></formula> fixed, and conversely. This readily
suggests an alternate optimization scheme, where <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐃</mi></math></formula> and
<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>𝐀</mi></math></formula> are estimated in turn, until convergence to a local
optimum of the criterion. As in PCA, the extracted components can be
ranked according to the amount of fitted variance. Importantly, also,
estimated PCA models can be interpreted as a probabilistic model of
the data, assuming a high-dimensional Gaussian distribution
(probabilistic PCA).</p>
    </subsection>
    <subsection id="uid32" level="1">
      <bodyTitle>Covariance estimation</bodyTitle>
      <p>Another important estimation problem stems from the general issue of
learning the relationship between sets of variables, in particular
their covariance. Covariance learning is essential to model the
dependence of these variables when they are used in a multivariate
model, for instance to assess whether an observation is aberrant or
not or in classification problems. Covariance learning is necessary
to model latent interactions in high-dimensional observation spaces,
e.g. when considering multiple contrasts or functional connectivity
data.</p>
      <p noindent="true">The difficulties are two-fold: on the one hand, there is a shortage of
data to learn a good covariance model from an individual subject, and
on the other hand, subject-to-subject variability poses a serious
challenge to the use of multi-subject data. While the covariance
structure may vary from population to population, or depending on the
input data (activation versus spontaneous activity), assuming some
shared structure across problems, such as their sparsity pattern, is
important in order to obtain correct estimates from noisy data. Some of the most important models are:</p>
      <simplelist>
        <li id="uid33">
          <p noindent="true"><b>Sparse Gaussian graphical models</b>, as they express meaningful
conditional independence relationships between regions, and do
improve conditioning/avoid overfit.</p>
        </li>
        <li id="uid34">
          <p noindent="true"><b>Decomposable models</b>, as they enjoy good computational properties
and enable intuitive interpretations of the network structure. Whether they can faithfully or not represent
brain networks is an important question that needs to be addressed.</p>
        </li>
        <li id="uid35">
          <p noindent="true"><b>PCA-based regularization of covariance</b> which
is powerful when modes of variation are more important than
conditional independence relationships.</p>
        </li>
      </simplelist>
      <p>Adequate model selection procedures are necessary to achieve the right
level of sparsity or regularization in covariance estimation; the
natural evaluation metric here is the out-of-samples likelihood of the
associated Gaussian model.
Another essential remaining issue is to develop an adequate
statistical framework to test differences between covariance models in
different populations.
To do so, we consider different means of parametrizing covariance
distributions and how these parametrizations impact the test of
statistical differences across individuals.
Our current work on post-stroke patients
(see e.g. Fig. <ref xlink:href="#uid36" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>) suggests indeed that modeling may prove
essential to perform sensitive inference.</p>
      <object id="uid36">
        <table>
          <tr>
            <td>
              <ressource xlink:href="IMG/subject15_graph_.png" type="float" width="256.2026pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
        </table>
        <caption>Example of functional connectivity analysis: The correlation
matrix describing brain functional connectivity in a post-stroke
patient (lesion outlined in green) is compared to a group of control
subjects. Some edges of the graphical model show a significant
difference, but the statistical detection of the difference requires
a sophisticated statistical framework for the comparison of
graphical models.</caption>
      </object>
    </subsection>
  </domaine>
  <logiciels id="uid37">
    <bodyTitle>Software and Platforms</bodyTitle>
    <subsection id="uid38" level="1">
      <bodyTitle>
        <ref xlink:href="http://scikit-learn.org" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">Scikit learn</ref>
      </bodyTitle>
      <participants>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
        </person>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
        </person>
        <person key="parietal-2013-idp140270658974496">
          <firstname>Olivier</firstname>
          <lastname>Grisel</lastname>
          <moreinfo>correspondant</moreinfo>
        </person>
        <person key="parietal-2012-idp140729218036992">
          <firstname>Jaques</firstname>
          <lastname>Grobler</lastname>
        </person>
        <person key="odyssee-2006-id18692">
          <firstname>Alexandre</firstname>
          <lastname>Gramfort</lastname>
        </person>
        <person key="parietal-2009-id59586">
          <firstname>Fabian</firstname>
          <lastname>Pedregosa</lastname>
        </person>
        <person key="parietal-2010-id59700">
          <firstname>Virgile</firstname>
          <lastname>Fritsch</lastname>
        </person>
      </participants>
      <p>Scikit-learn is an open-source machine learning toolkit written in
Python/C that provides generic tools to learn information for the
classification of various kinds of data, such as images or
texts. It is tightly associated to the scientific Python software
suite (numpy/scipy) for which it aims at providing a complementary
toolkit for machine learning (classification, clustering,
dimension reduction, regression). There is an important focus on
code quality (API consistency, code readability, tests,
documentation and examples), and on efficiency, as the
scikit-learn compares favorably to state-of-the-art modules
developed in R in terms of computation time or memory
requirements. Scikit-learn is currently developed by more than 60
contributors, but the core developer team has been with the
Parietal Inria team at Saclay-Île-de-France since January
2010. The scikit-learn has recently become the reference machine
learning library in Python.</p>
      <simplelist>
        <li id="uid39">
          <p noindent="true">Version: 0.14</p>
        </li>
        <li id="uid40">
          <p noindent="true">Programming language: Python, C/Cython</p>
        </li>
      </simplelist>
    </subsection>
    <subsection id="uid41" level="1">
      <bodyTitle>
        <ref xlink:href="http://nilearn.github.io/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">Nilearn</ref>
      </bodyTitle>
      <participants>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
        </person>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
          <moreinfo>correspondant</moreinfo>
        </person>
        <person key="parietal-2013-idp140270658972112">
          <firstname>Philippe</firstname>
          <lastname>Gervais</lastname>
        </person>
        <person key="parietal-2012-idp140729218036992">
          <firstname>Jaques</firstname>
          <lastname>Grobler</lastname>
        </person>
        <person key="odyssee-2006-id18692">
          <firstname>Alexandre</firstname>
          <lastname>Gramfort</lastname>
        </person>
        <person key="parietal-2009-id59586">
          <firstname>Fabian</firstname>
          <lastname>Pedregosa</lastname>
        </person>
        <person key="parietal-2012-idp140729218063872">
          <firstname>Alexandre</firstname>
          <lastname>Abraham</lastname>
        </person>
        <person key="parietal-2011-idp140218923286256">
          <firstname>Michael</firstname>
          <lastname>Eickenberg</lastname>
        </person>
      </participants>
      <p>NiLearn is the neuroimaging library that adapts the concepts
and tools of the scikit learn to neuroimaging problems.
As a pure Python library, it depends on scikit learn and nibabel,
the main Python library for neuroimaging I/O.
It is an open-source project, available under BSD license.
The two key components of NiLearn are <i>i)</i> the analysis of
functional connectivity (spatial decompositions and covariance
learning) and <i>ii)</i> the most common tools for multivariate
pattern analysis.
A great deal of efforts has been put on the efficiency of the
procedures both in terms of memory cost and computation time.
NiLearn is maintained both through the help of Inria: (a developer
funded by Saclay CRI in 2012-2013, a 2013-2014 ADT, and through the
NiConnect project (P. Gervais).</p>
      <simplelist>
        <li id="uid42">
          <p noindent="true">Version: 0.1</p>
        </li>
        <li id="uid43">
          <p noindent="true">Programming language: Python</p>
        </li>
      </simplelist>
    </subsection>
    <subsection id="uid44" level="1">
      <bodyTitle>
        <ref xlink:href="http://mayavi.sourceforge.net/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">Mayavi</ref>
      </bodyTitle>
      <participants>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
      </participants>
      <p>Mayavi is the most used scientific 3D visualization Python software
(<ref xlink:href="http://mayavi.sourceforge.net/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>mayavi.<allowbreak/>sourceforge.<allowbreak/>net/</ref>). It has been developed by
Prabhu Ramachandran (IIT Bombay) and Gaël Varoquaux (<span class="smallcap" align="left">Parietal</span>,
Inria Saclay). Mayavi can be used as a visualization tool, through
interactive command line or as a library. It is distributed under
Linux through Ubuntu, Debian, Fedora and Mandriva, as well as in
PythonXY and EPD Python scientific distributions. Mayavi is used by
several software platforms, such as PDE solvers (fipy, sfepy),
molecule visualization tools (<ref xlink:href="http://pyrx.scripps.edu" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>pyrx.<allowbreak/>scripps.<allowbreak/>edu</ref>) and
brain connectivity analysis tools (connectomeViewer).</p>
      <p>See also the web page <ref xlink:href="http://mayavi.sourceforge.net/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>mayavi.<allowbreak/>sourceforge.<allowbreak/>net/</ref> and the
following paper <ref xlink:href="http://hal.inria.fr/inria-00528985/en" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>hal.<allowbreak/>inria.<allowbreak/>fr/<allowbreak/>inria-00528985/<allowbreak/>en</ref>.</p>
      <simplelist>
        <li id="uid45">
          <p noindent="true">Version: 3.4.0</p>
        </li>
      </simplelist>
    </subsection>
    <subsection id="uid46" level="1">
      <bodyTitle>
        <ref xlink:href="http://nipy.org" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">Nipy</ref>
      </bodyTitle>
      <participants>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
          <moreinfo>correspondant</moreinfo>
        </person>
        <person key="parietal-2010-id59700">
          <firstname>Virgile</firstname>
          <lastname>Fritsch</lastname>
        </person>
        <person key="parietal-2012-idp140729218039680">
          <firstname>Elvis</firstname>
          <lastname>Dohmatob</lastname>
        </person>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
        </person>
      </participants>
      <p>Nipy is an open-source Python library for neuroimaging data
analysis, developed mainly at Berkeley, Stanford, MIT and
Neurospin. It is open to any contributors and aims at developing
code and tools sharing. Some parts of the library are completely
developed by Parietal and LNAO (CEA, DSV, Neurospin). It is
devoted to algorithmic solutions for various issues in
neuroimaging data analysis. All the nipy project is freely
available, under BSD license. It is available in NeuroDebian.</p>
      <p>See also the web page <ref xlink:href="http://nipy.org" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>nipy.<allowbreak/>org</ref>.</p>
      <simplelist>
        <li id="uid47">
          <p noindent="true">Version: 0.3</p>
        </li>
      </simplelist>
    </subsection>
    <subsection id="uid48" level="1">
      <bodyTitle>
        <ref xlink:href="http://med.inria.fr/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">MedInria</ref>
      </bodyTitle>
      <participants>
        <person key="asclepios-2005-id18334">
          <firstname>Pierre</firstname>
          <lastname>Fillard</lastname>
          <moreinfo>correspondant</moreinfo>
        </person>
        <person key="parietal-2011-idp140218923275504">
          <firstname>Sergio</firstname>
          <lastname>Medina</lastname>
        </person>
        <person key="parietal-2010-id59723">
          <firstname>Viviana</firstname>
          <lastname>Siless</lastname>
        </person>
      </participants>
      <p>MedInria is a free collection of softwares developed within the
<span class="smallcap" align="left">Asclepios, Athena</span> and <span class="smallcap" align="left">Visages</span> research projects. It
aims at providing to clinicians state-of-the-art algorithms
dedicated to medical image processing and visualization. Efforts
have been made to simplify the user interface, while keeping
high-level algorithms. MedInria is available for Microsoft windows
XP/Vista, Linux Fedora Core, MacOSX, and is fully
multithreaded.</p>
      <p noindent="true">See also the web page <ref xlink:href="http://med.inria.fr/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>med.<allowbreak/>inria.<allowbreak/>fr/</ref>.</p>
      <simplelist>
        <li id="uid49">
          <p noindent="true">Version: 2.0</p>
        </li>
      </simplelist>
    </subsection>
    <subsection id="uid50" level="1">
      <bodyTitle>
        <ref xlink:href="http://pyhrf.org/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">PyHRF</ref>
      </bodyTitle>
      <participants>
        <person key="parietal-2013-idp140270658953296">
          <firstname>Philippe</firstname>
          <lastname>Ciuciu</lastname>
          <moreinfo>correspondant</moreinfo>
        </person>
        <person key="parietal-2013-idp140270658983712">
          <firstname>Solveig</firstname>
          <lastname>Badillo</lastname>
        </person>
        <person key="parietal-2013-idp140270658990624">
          <firstname>Aina</firstname>
          <lastname>Frau Pascual</lastname>
        </person>
      </participants>
      <p>PyHRF is a set of tools for within-subject fMRI data
analysis, focused on the characterization of the hemodynamics.
Within the chain of fMRI data processing, these tools provide alternatives to the classical within-subject GLM estimation step. The inputs are preprocessed within-subject data and the outputs are statistical maps and/or fitted HRFs.
The package is mainly written in Python and provides the implementation of the two following methods:</p>
      <simplelist>
        <li id="uid51">
          <p noindent="true">The joint-detection estimation (JDE) approach, that divides
the brain into functionally homogeneous regions and provides
one HRF estimate per region as well as response levels
specific to each voxel and each experimental condition. This
method embeds a temporal regularization on the estimated HRFs
and an adaptive spatial regularization on the response levels.</p>
        </li>
        <li id="uid52">
          <p noindent="true">The Regularized Finite Impulse Response (RFIR) approach, that
provides HRF estimates for each voxel and experimental
conditions. This method embeds a temporal regularization on
the HRF shapes, but proceeds independently across voxels (no
spatial model).</p>
        </li>
      </simplelist>
      <p>The development of PyHRF is now funded by an Inria ADT, in
collaboration with MISTIS.</p>
      <simplelist>
        <li id="uid53">
          <p noindent="true">Version: 0.1</p>
        </li>
        <li id="uid54">
          <p noindent="true">Keywords: Hemodynamic response function; estimation; detection; fMRI</p>
        </li>
        <li id="uid55">
          <p noindent="true">License: BSD 4</p>
        </li>
        <li id="uid56">
          <p noindent="true">Multiplatform: Windows - Linux - MacOSX</p>
        </li>
        <li id="uid57">
          <p noindent="true">Programming language: Python</p>
        </li>
      </simplelist>
    </subsection>
  </logiciels>
  <resultats id="uid58">
    <bodyTitle>New Results</bodyTitle>
    <subsection id="uid59" level="1">
      <bodyTitle>Deformable Template estimation for joint anatomical and functional brain images</bodyTitle>
      <participants>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
        <person key="parietal-2013-idp140270659002144">
          <firstname>Hao</firstname>
          <lastname>Xu</lastname>
        </person>
        <person key="PASUSERID">
          <firstname>Stéphanie</firstname>
          <lastname>Allassonnière</lastname>
        </person>
      </participants>
      <p>Traditional analyses of Functional Magnetic Resonance Imaging (fMRI)
use little anatomical information. The registration of the images to a
template is based on the individual anatomy and ignores functional
information; subsequently detected activations are not confined to
gray matter (GM). In this work, we propose a statistical model to
estimate a probabilistic atlas from functional and T1 MRIs that
summarizes both anatomical and functional information and the
geometric variability of the population. Registration and Segmentation
are performed jointly along the atlas estimation and the functional
activity is constrained to the GM, increasing the accuracy of the
atlas.</p>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid1" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
    </subsection>
    <subsection id="uid60" level="1">
      <bodyTitle>Randomized parcellation-based inference</bodyTitle>
      <participants>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
        </person>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
        </person>
        <person key="parietal-2011-idp140218923267360">
          <firstname>Benoit</firstname>
          <lastname>Da Mota</lastname>
        </person>
        <person key="parietal-2010-id59700">
          <firstname>Virgile</firstname>
          <lastname>Fritsch</lastname>
        </person>
      </participants>
      <p>Neuroimaging group analyses are used to relate inter-subject signal
differences observed in brain imaging with behavioral or genetic
variables and to assess risks factors of brain diseases. The lack of
stability and of sensitivity of current voxel-based analysis schemes
may however lead to non-reproducible results. We introduce a new
approach to overcome the limitations of standard methods, in which
active voxels are detected according to a consensus on several random
parcellations of the brain images, while a permutation test controls
the false positive risk (see Fig. <ref xlink:href="#uid61" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>). Both on synthetic
and real data, this approach shows higher sensitivity, better
accuracy and higher reproducibility than state-of-the-art
methods. In a neuroimaging-genetic application, we find that it
succeeds in detecting a significant association between a genetic
variant next to the COMT gene and the BOLD signal in the left
thalamus for a functional Magnetic Resonance Imaging contrast
associated with incorrect responses of the subjects from a Stop
Signal Task protocol.</p>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid2" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
      <object id="uid61">
        <table>
          <tr>
            <td>
              <ressource xlink:href="IMG/method.png" type="float" width="422.73235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
        </table>
        <caption>Overview of the randomized parcellation based inference
framework on an example with few parcels. The variability of the
parcels definition is used to obtain voxel-level statistics.</caption>
      </object>
    </subsection>
    <subsection id="uid62" level="1">
      <bodyTitle>Group-level impacts of within- and between-subject hemodynamic variability in fMRI</bodyTitle>
      <participants>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
        </person>
        <person key="parietal-2013-idp140270658983712">
          <firstname>Solveig</firstname>
          <lastname>Badillo</lastname>
        </person>
        <person key="parietal-2013-idp140270658953296">
          <firstname>Philippe</firstname>
          <lastname>Ciuciu</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
      </participants>
      <p>Inter-subject fMRI analyses have specific issues regarding the
reliability of the results concerning both the detection of brain
activation patterns and the estimation of the underlying
dynamics. Among these issues lies the variability of the hemodynamic
response function (HRF), that is usually accounted for using
functional basis sets in the general linear model context. Here, we
use the joint detection-estimation approach (JDE) <ref xlink:href="#parietal-2013-bid3" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>, <ref xlink:href="#parietal-2013-bid4" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>, which combines regional nonparametric HRF
inference with spatially adaptive regularization of activation
clusters to avoid global smoothing of fMRI images (see
Fig. <ref xlink:href="#uid63" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>). We show that the JDE-based inference brings a
significant improvement in statistical sensitivity for detecting
evoked activity in parietal regions. In contrast, the canonical HRF
associated with spatially adaptive regularization is more sensitive in
other regions, such as motor cortex. This different regional behavior
is shown to reflect a larger discrepancy of HRF with the canonical
model. By varying parallel imaging acceleration factor, SNR-specific
region-based hemodynamic parameters (activation delay and duration)
were extracted from the JDE inference. Complementary analyses
highlighted their significant departure from the canonical parameters
and the strongest between-subject variability that occurs in the
parietal region, irrespective of the SNR value. Finally, statistical
evidence that the fluctuation of the HRF shape is responsible for the
significant change in activation detection performance is demonstrated
using paired t-tests between hemodynamic parameters inferred by GLM
and JDE.</p>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid5" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
      <object id="uid63">
        <table>
          <tr>
            <td>
              <ressource xlink:href="IMG/solveig.png" type="float" width="422.73235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
        </table>
        <caption>General sketch summarizing the HRF computation at the
subject and group-levels in activated regions r. Left: Position of
the activation peak in r (here left motor cortex) given in mm in the
Talairach space. Center: Individual weighted HRF time course
extraction. Right: Computation of the group average normalized HRF
time course with corresponding error bars (<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mrow><mo>±</mo><mi>σ</mi></mrow></math></formula>).</caption>
      </object>
    </subsection>
    <subsection id="uid64" level="1">
      <bodyTitle>Mapping cognitive ontologies to and from the brain</bodyTitle>
      <participants>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
        </person>
        <person key="parietal-2011-idp140218923288944">
          <firstname>Yannick</firstname>
          <lastname>Schwartz</lastname>
        </person>
      </participants>
      <p>Imaging neuroscience links brain activation maps to behavior and
cognition via correlational studies. Due to the nature of the
individual experiments, based on eliciting neural response from a
small number of stimuli, this link is incomplete, and unidirectional
from the causal point of view. To come to conclusions on the function
implied by the activation of brain regions, it is necessary to combine
a wide exploration of the various brain functions and some inversion
of the statistical inference. Here we introduce a methodology for
accumulating knowledge towards a bidirectional link between observed
brain activity and the corresponding function. We rely on a large
corpus of imaging studies and a predictive engine. Technically, the
challenges are to find commonality between the studies without
denaturing the richness of the corpus. The key elements that we
contribute are labeling the tasks performed with a cognitive ontology,
and modeling the long tail of rare paradigms in the corpus. To our
knowledge, our approach is the first demonstration of predicting the
cognitive content of completely new brain images. To that end, we
propose a method that predicts the experimental paradigms across
different studies (see Fig. <ref xlink:href="#uid65" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>).</p>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid6" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
      <object id="uid65">
        <table>
          <tr>
            <td>
              <ressource xlink:href="IMG/forward_regions_stimulus_modality.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
            <td>
              <ressource xlink:href="IMG/reverse_regions_stimulus_modality.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
          <tr>
            <td>
              <ressource xlink:href="IMG/forward_regions_response_modality.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
            <td>
              <ressource xlink:href="IMG/reverse_regions_response_modality.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
          <tr>
            <td>
              <ressource xlink:href="IMG/forward_regions_instructions.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
            <td>
              <ressource xlink:href="IMG/reverse_regions_instructions.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
          <tr>
            <td>
              <ressource xlink:href="IMG/forward_regions_explicit_stimulus.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
            <td>
              <ressource xlink:href="IMG/reverse_regions_explicit_stimulus.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
        </table>
        <caption>Maps for the forward inference (left) and the reverse
inference (right) for each term category. To minimize clutter, we
set the outline so as to encompass 5% of the voxels in the brain on
each figure, thus highlighting only the salient features of the
maps. In reverse inference, to reduce the visual effect of the
parcellation, maps were smoothed using a <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>σ</mi></math></formula> of 1.5 voxel.</caption>
      </object>
    </subsection>
    <subsection id="uid66" level="1">
      <bodyTitle>Implications of Inconsistencies between fMRI and dMRI on Multimodal Connectivity Estimation</bodyTitle>
      <participants>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
        </person>
        <person key="parietal-2011-idp140218923270048">
          <firstname>Bernard</firstname>
          <lastname>Ng</lastname>
        </person>
      </participants>
      <p>There is a recent trend towards integrating resting state functional
magnetic resonance imaging (RS-fMRI) and diffusion MRI (dMRI) for
brain connectivity estimation, as motivated by how estimates from
these modalities are presumably two views reflecting the same
underlying brain circuitry. In this work, we show on a cohort of 60
subjects that conventional functional connectivity (FC) estimates
based on Pearson's correlation and anatomical connectivity (AC)
estimates based on fiber counts are actually not that highly
correlated for typical RS-fMRI ( 7 min) and dMRI ( 32 gradient
directions) data. The FC-AC correlation can be significantly increased
by considering sparse partial correlation and modeling fiber endpoint
uncertainty, but the resulting FC-AC correlation is still rather low
in absolute terms. We further exemplify the inconsistencies between FC
and AC estimates by integrating them as priors into activation
detection and demonstrating significant differences in their detection
sensitivity. Importantly, we illustrate that these inconsistencies can
be useful in fMRI-dMRI integration for improving brain connectivity
estimation.</p>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid7" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>. See also
<ref xlink:href="#parietal-2013-bid8" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
    </subsection>
    <subsection id="uid67" level="1">
      <bodyTitle>Extracting brain regions from rest fMRI with Total-Variation constrained dictionary learning</bodyTitle>
      <participants>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
        <person key="parietal-2012-idp140729218063872">
          <firstname>Alexandre</firstname>
          <lastname>Abraham</lastname>
        </person>
      </participants>
      <p>Spontaneous brain activity reveals mechanisms of brain function and
dysfunction. Its population-level statistical analysis based on
functional images often relies on the de nition of brain regions that
must summarize e ciently the covariance structure between the
multiple brain networks. In this paper, we extend a network-discovery
approach, namely dictionary learning, to readily extract brain
regions. To do so, we intro duce a new tool drawing from clustering
and linear decomposition methods by carefully crafting a penalty. Our
approach automatically extracts regions from rest fMRI that better
explain the data and are more stable across subjects than reference
decomposition or clustering methods (see FIg. <ref xlink:href="#uid68" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>).</p>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid9" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
      <object id="uid68">
        <table>
          <tr>
            <td>
              <ressource xlink:href="IMG/kmeans_hard.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
            <td>
              <ressource xlink:href="IMG/ward_hard.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
          <tr>
            <td>
              <ressource xlink:href="IMG/msdl_hard.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
            <td>
              <ressource xlink:href="IMG/msdl_unreg_hard.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
          <tr>
            <td>
              <ressource xlink:href="IMG/smooth_msdl_hard.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
            <td>
              <ressource xlink:href="IMG/icams_hard.png" type="inline" width="209.23235pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
        </table>
        <caption>Regions extracted with the different strategies (colors
are random). Please note that a 6mm smoothing has been applied
to data before ICA to enhance region extraction.</caption>
      </object>
    </subsection>
    <subsection id="uid69" level="1">
      <bodyTitle>Cohort-level brain mapping: learning cognitive atoms to single out specialized regions</bodyTitle>
      <participants>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
        </person>
        <person key="parietal-2011-idp140218923288944">
          <firstname>Yannick</firstname>
          <lastname>Schwartz</lastname>
        </person>
      </participants>
      <p>Functional Magnetic Resonance Imaging (fMRI) studies map the human
brain by testing the response of groups of individuals to
carefully-crafted and contrasted tasks in order to delineate
specialized brain regions and networks. The number of functional
networks extracted is limited by the number of subject-level contrasts
and does not grow with the cohort. Here, we introduce a new
group-level brain mapping strategy to differentiate many regions
reflecting the variety of brain network configurations observed in the
population. Based on the principle of functional segregation, our
approach singles out functionally-specialized brain regions by
learning group-level functional profiles on which the response of
brain regions can be represented sparsely. We use a
dictionary-learning formulation that can be solved efficiently with
on-line algorithms, scaling to arbitrary large datasets. Importantly,
we model inter-subject correspondence as structure imposed in the
estimated functional profiles, integrating a structure-inducing
regularization with no additional computational cost. On a large
multi-subject study, our approach extracts a large number of brain
networks with meaningful functional profiles (see Fig. <ref xlink:href="#uid70" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>).</p>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid10" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
      <object id="uid70">
        <table>
          <tr>
            <td>
              <ressource xlink:href="IMG/atlas.png" type="float" width="384.2974pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
        </table>
        <caption>(Left) A brain functional atlas can be conceptualized as a
parcellation of the brain volume into overlapping networks, where
each functional network is characterized by a profile of activation
for a set of functional contrasts. (Right) Such an atlas can be
learned by applying an adapted dictionary learning to a set of
images that display the activation observed in different subjects
for a (very large) set of cognitive tasks.</caption>
      </object>
    </subsection>
    <subsection id="uid71" level="1">
      <bodyTitle>Identifying predictive regions from fMRI with TV-<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>ℓ</mi></math></formula>1 prior</bodyTitle>
      <participants>
        <person key="parietal-2008-id18129">
          <firstname>Gaël</firstname>
          <lastname>Varoquaux</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
        </person>
        <person key="odyssee-2006-id18692">
          <firstname>Alexandre</firstname>
          <lastname>Gramfort</lastname>
        </person>
      </participants>
      <p>Decoding, i.e. predicting stimulus related quantities from functional
brain images, is a powerful tool to demonstrate differences between
brain activity across conditions. However, unlike standard brain
mapping, it offers no guaranties on the localization of this
information. Here, we consider decoding as a statistical estimation
problem and show that injecting a spatial segmentation prior leads to
unmatched performance in recovering predictive regions. Specifically,
we use <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>ℓ</mi></math></formula>1 penalization to set voxels to zero and Total-Variation (TV)
penalization to segment regions. Our contribution is two-fold. On the
one hand, we show via extensive experiments that, amongst a large
selection of decoding and brain-mapping strategies, TV+<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mi>ℓ</mi></math></formula>1 leads to
best region recovery (see Fig. <ref xlink:href="#uid72" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>). On the other hand, we consider implementation
issues related to this estimator. To tackle efficiently this joint
prediction-segmentation problem we introduce a fast optimization
algorithm based on a primal-dual approach. We also tackle automatic
setting of hyper-parameters and fast computation of image operation on
the irregular masks that arise in brain imaging.</p>
      <object id="uid72">
        <table>
          <tr>
            <td>
              <ressource xlink:href="IMG/tvl1.png" type="float" width="384.2974pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
        </table>
        <caption>Results on fMRI data from  (from left to right
F-test, ElasticNet and TV-<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>ℓ</mi><mn>1</mn></msub></math></formula> ). The TV-<formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><msub><mi>ℓ</mi><mn>1</mn></msub></math></formula> regularized
model segments neuroscientificly meaningful predictive regions in
agreement with univariate statistics while the ElasticNet yields
sparse although very scattered non-zero weights.</caption>
      </object>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid11" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
    </subsection>
    <subsection id="uid73" level="1">
      <bodyTitle>Second order scattering descriptors predict fMRI activity due to visual textures</bodyTitle>
      <participants>
        <person key="parietal-2011-idp140218923286256">
          <firstname>Michael</firstname>
          <lastname>Eickenberg</lastname>
        </person>
        <person key="parietal-2008-id18078">
          <firstname>Bertrand</firstname>
          <lastname>Thirion</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
        <person key="odyssee-2006-id18692">
          <firstname>Alexandre</firstname>
          <lastname>Gramfort</lastname>
        </person>
      </participants>
      <p>Second layer scattering descriptors are known to provide good
classification performance on natural quasi-stationary processes such
as visual textures due to their sensitivity to higher order moments
and continuity with respect to small deformations. In a functional
Magnetic Resonance Imaging (fMRI) experiment we present visual
textures to subjects and evaluate the predictive power of these
descriptors with respect to the predictive power of simple contour
energy - the first scattering layer. We are able to conclude not only
that invariant second layer scattering coefficients better encode
voxel activity, but also that well predicted voxels need not
necessarily lie in known retinotopic regions (see Fig. <ref xlink:href="#uid74" location="intern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>).</p>
      <object id="uid74">
        <table>
          <tr>
            <td>
              <ressource xlink:href="IMG/scattering.png" type="float" width="341.6013pt" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest" media="WEB"/>
            </td>
          </tr>
        </table>
        <caption>Some brain regions are better explained by using two
scattering layers rather than one (middle). These regions are
symetric across hemispheres, and are observed mostly in the dorsal
stream of the visual cortex. An atlas of the visual areas (left and
right) shows that the mai foci are found in the V1, V2, V3AB and
IPS0 regions.</caption>
      </object>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid12" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
    </subsection>
    <subsection id="uid75" level="1">
      <bodyTitle>Bayesian Joint Detection-Estimation of cerebral vasoreactivity from ASL fMRI data</bodyTitle>
      <participants>
        <person key="PASUSERID">
          <firstname>Thomas</firstname>
          <lastname>Vincent</lastname>
        </person>
        <person key="parietal-2013-idp140270658953296">
          <firstname>Philippe</firstname>
          <lastname>Ciuciu</lastname>
          <moreinfo>Correspondant</moreinfo>
        </person>
      </participants>
      <p>Although the study of cerebral vasoreactivity using fMRI is mainly
conducted through the BOLD fMRI modality, owing to its relatively high
signal-to-noise ratio (SNR), ASL fMRI provides a more interpretable
measure of cerebral vasoreactivity than BOLD fMRI. Still, ASL suffers
from a low SNR and is hampered by a large amount of physiological
noise. The current contribution aims at improving the recovery of the
vasoreactive component from the ASL signal. To this end, a Bayesian
hierarchical model is proposed, enabling the recovery of perfusion
levels as well as fitting their dynamics. On a single-subject ASL real
data set involving perfusion changes induced by hypercapnia, the
approach is compared with a classical GLM-based analysis. A better
goodness-of-fit is achieved, especially in the transitions between
baseline and hypercapnia periods. Also, perfusion levels are recovered
with higher sensitivity and show a better contrast between gray- and
white matter.</p>
      <p>More details can be found in <ref xlink:href="#parietal-2013-bid13" location="biblio" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest"/>.</p>
    </subsection>
  </resultats>
  <partenariat id="uid76">
    <bodyTitle>Partnerships and Cooperations</bodyTitle>
    <subsection id="uid77" level="1">
      <bodyTitle>Regional Initiatives</bodyTitle>
      <subsection id="uid78" level="2">
        <bodyTitle>Digiteo/DIM</bodyTitle>
        <subsection id="uid79" level="3">
          <bodyTitle>HIDINIM Digiteo project</bodyTitle>
          <participants>
            <person key="parietal-2008-id18078">
              <firstname>Bertrand</firstname>
              <lastname>Thirion</lastname>
              <moreinfo>Correspondant</moreinfo>
            </person>
            <person key="parietal-2010-id59700">
              <firstname>Virgile</firstname>
              <lastname>Fritsch</lastname>
            </person>
          </participants>
          <p>High-dimensional Neuroimaging– Statistical Models of Brain Variability
observed in Neuroimaging</p>
          <p>This is a joint project with Select project team and with SUPELEC
Sciences des Systèmes (E3S), Département Signaux &amp; Systèmes
Électroniques (A. Tennenhaus), 2010-2013.</p>
          <p>Statistical inference in a group of subjects is fundamental to draw
valid neuroscientific conclusions that generalize to the whole
population, based on a finite number of experimental
observations. Crucially, this generalization holds under the
hypothesis that the population-level distribution of effects is
estimated accurately. However, there is growing evidence that standard
models, based on Gaussian distributions, do not fit well empirical
data in neuroimaging studies.</p>
          <p>In particular, Hidinim is motivated by the analysis of new databases
hosted and analyzed at Neurospin that contain neuroimaging data from
hundreds of subjects, in addition to genetic and behavioral data. We
propose to investigate the statistical structure of large populations
observed in neuroimaging. In particular, we investigate the use of
region-level averages of brain activity, that we plan to co-analyse
with genetic and behavioral information, in order to understand the
sources of the observed variability. This entails a series of modeling
problems that we address in this project: <i>i)</i> Distribution
normality assessment and variables covariance estimation, <i>ii)</i>
model selection for mixture models and <i>iii)</i> setting of
classification models for heterogeneous data, in particular for mixed
continuous/discrete distributions.</p>
        </subsection>
        <subsection id="uid80" level="3">
          <bodyTitle>ICOGEN Digiteo project</bodyTitle>
          <participants>
            <person key="parietal-2008-id18078">
              <firstname>Bertrand</firstname>
              <lastname>Thirion</lastname>
              <moreinfo>Correspondant</moreinfo>
            </person>
            <person key="parietal-2011-idp140218923267360">
              <firstname>Benoit</firstname>
              <lastname>Da Mota</lastname>
            </person>
          </participants>
          <p>
            <b>ICOGEN : Intensive COmputing for GEnetic-Neuroimaging studies</b>
          </p>
          <p>Project supported by a Digiteo grant in collaboration with Inria’s
KerData Team, MSR-Inria joint centre, Supélec Engineer School, Imagen
project and CEA/Neurospin, 2012-2014.</p>
          <p>In this project, we design and deploy some computational tools to
perform neuroimaging-genetics association studies at a large scale.</p>
          <p>Unveiling the relationships between genetic variability and brain
structure and function is one of the main challenges in neuroscience,
which can be partly addressed through the information conveyed by
high-throughput genotyping on the one hand, and neuroimaging data on
the other hand. Finding statistical associations between these
different variables is important in order to find relevant biomarkers
for various brain diseases and improve patient handling. Due to the
huge size of the datasets involved and the requirement for tight
bounds on statistical significance, such statistical analysis are
particularly demanding and cannot be performed easily at a large scale
with standard software and computational tools. In ICOGEN, we design
and deploy some computational tools to perform neuroimaging-genetics
association studies at a large scale. We implement and assess on
real data the use of novel statistical methodologies and run the
statistical analysis on various architectures (grids, clouds), in a
unified environment.</p>
        </subsection>
        <subsection id="uid81" level="3">
          <bodyTitle>SUBSAMPLE Digiteo chair</bodyTitle>
          <participants>
            <person key="parietal-2008-id18078">
              <firstname>Bertrand</firstname>
              <lastname>Thirion</lastname>
              <moreinfo>Correspondant</moreinfo>
            </person>
            <person key="parietal-2008-id18129">
              <firstname>Gaël</firstname>
              <lastname>Varoquaux</lastname>
            </person>
            <person key="parietal-2012-idp140729218063872">
              <firstname>Alexandre</firstname>
              <lastname>Abraham</lastname>
            </person>
          </participants>
          <p>Parietal is associated with this Digiteo Chair by Dimitris Samaras, in
which we will address the probabilistic structure learning of salient
brain states (PhD thesis of Alexandre Abraham, 2012-2015).</p>
          <p>Cognitive tasks systematically involve several brain regions, and
exploratory approaches are generally necessary given the lack of
knowledge of the complex mechanisms that are observed. The goal of the
project is to understand the neurobiological mechanisms that are
involved in complex neuro-psychological disorders. A crucial and
poorly understood component in this regard refers to the interaction
patterns between different regions in the brain. In this project we
will develop machine learning methods to capture and study complex
functional network characteristics. We hypothesize that these
characteristics not only offer insights into brain function but also
can be used as concise features that can be used instead of the full
dataset for tasks like classification of healthy versus diseased
populations or for clustering subjects that might exhibit similarities
in brain function. In general, the amount of correlation between
distant brain regions may be a more reliable feature than the
region-based signals to discriminate between two populations e.g. in
schizophrenia. For such exploratory methods to be
successful, close interaction with neuroscientists is necessary, as the
salience of the features depends on the population and the observed
effects of psychopathology. For this aim we propose to develop a
number of important methodological advances in the context of
prediction of treatment outcomes for drug addicted populations, i.e.
for relapse prediction.</p>
        </subsection>
        <subsection id="uid82" level="3">
          <bodyTitle>MMoVNI Digiteo project</bodyTitle>
          <participants>
            <person key="parietal-2008-id18078">
              <firstname>Bertrand</firstname>
              <lastname>Thirion</lastname>
              <moreinfo>Correspondant</moreinfo>
            </person>
            <person key="asclepios-2005-id18334">
              <firstname>Pierre</firstname>
              <lastname>Fillard</lastname>
            </person>
            <person key="parietal-2010-id59723">
              <firstname>Viviana</firstname>
              <lastname>Siless</lastname>
            </person>
            <person key="PASUSERID">
              <firstname>Stéphanie</firstname>
              <lastname>Allassonnière</lastname>
            </person>
            <person key="parietal-2013-idp140270659002144">
              <firstname>Hao</firstname>
              <lastname>Xu</lastname>
            </person>
          </participants>
          <p>This is a joint project with CMAP
<ref xlink:href="http://www.cmapx.polytechnique.fr/~allassonniere/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>www.<allowbreak/>cmapx.<allowbreak/>polytechnique.<allowbreak/>fr/<allowbreak/>~allassonniere/</ref>, 2010-2013.</p>
          <p>Modeling and understanding brain structure is a great challenge, given
the anatomical and functional complexity of the brain. In addition to
this, there is a large variability of these characteristics among the
population. To give a possible answer to these issues, medical imaging
researchers proposed to construct a template image. Most of the time,
these analysis only focus on one category of signals (called
modality), in particular, the anatomical one was the main focus of
research these past years. Moreover, these techniques are often
dedicated to a particular problem and raise the question of their
mathematical foundations.
The MMoVNI project aims at building atlases based on multi-modal
images (anatomy, diffusion and functional) data bases for given
populations. An atlas is not only a template image but also a set of
admissible deformations which characterize the observed population of
images. The estimation of these atlases will be based on a new
generation of deformation and template estimation procedures that
build an explicit statistical generative model of the observed
data. Moreover, they make it possible to infer all the relevant
variables (parameters of the atlases) thanks to stochastic
algorithms. Lastly, this modeling allows also to prove the convergence
of both the estimator and the algorithms which provides a theoretical
guarantee to the results. The models will first be proposed
independently for each modality and then merged together to take into
account, in a correlated way, the anatomy, the local connectivity
through the cortical fibers and the functional response to a given
cognitive task. This model will then be generalized to enable the
non-supervised clustering of a population. This leads therefore to a
finer representation of the population and a better comparison for
classification purposes for example. The Neurospin center, partner of
this project, will allow us to have access to databases of images of
high-quality and high-resolution for the three modalities: anatomical,
diffusion and functional imaging. This project is expected to
contribute to making neuroimaging a more reliable tool for
understanding inter-subject differences, which will eventually benefit
to the understanding and diagnosis of various brain diseases like
Alzheimer's disease, autism or schizophrenia.</p>
        </subsection>
      </subsection>
    </subsection>
    <subsection id="uid83" level="1">
      <bodyTitle>National Initiatives</bodyTitle>
      <subsection id="uid84" level="2">
        <bodyTitle>ANR</bodyTitle>
        <subsection id="uid85" level="3">
          <bodyTitle>BrainPedia project</bodyTitle>
          <participants>
            <person key="parietal-2008-id18078">
              <firstname>Bertrand</firstname>
              <lastname>Thirion</lastname>
              <moreinfo>Correspondant</moreinfo>
            </person>
            <person key="parietal-2008-id18129">
              <firstname>Gaël</firstname>
              <lastname>Varoquaux</lastname>
            </person>
            <person key="parietal-2011-idp140218923288944">
              <firstname>Yannick</firstname>
              <lastname>Schwartz</lastname>
            </person>
            <person key="parietal-2010-id59700">
              <firstname>Virgile</firstname>
              <lastname>Fritsch</lastname>
            </person>
          </participants>
          <p>BrainPedia is an ANR JCJC (2011-2015) which addresses the following
question: Neuroimaging produces huge amounts of complex data that are
used to better understand the relations between brain structure and
function. While the acquisition and analysis of this data is getting
standardized in some aspects, the neuroimaging community is still
largely missing appropriate tools to store and organize the knowledge
related to the data. Taking advantage of common coordinate systems to
represent the results of group studies, coordinate-based meta-analysis
approaches associated with repositories of neuroimaging publications
provide a crude solution to this problem, that does not yield reliable
outputs and looses most of the data-related information. In this
project, we propose to tackle the problem in a statistically rigorous
framework, thus providing usable information to drive neuroscientific
knowledge and questions.</p>
        </subsection>
        <subsection id="uid86" level="3">
          <bodyTitle>IRMgroup project</bodyTitle>
          <participants>
            <person key="parietal-2008-id18078">
              <firstname>Bertrand</firstname>
              <lastname>Thirion</lastname>
              <moreinfo>Correspondant</moreinfo>
            </person>
            <person key="odyssee-2006-id18692">
              <firstname>Alexandre</firstname>
              <lastname>Gramfort</lastname>
            </person>
            <person key="parietal-2011-idp140218923286256">
              <firstname>Michael</firstname>
              <lastname>Eickenberg</lastname>
            </person>
          </participants>
          <p>This is a joint project with Polytechnique/CMAP
<ref xlink:href="http://www.cmap.polytechnique.fr/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>www.<allowbreak/>cmap.<allowbreak/>polytechnique.<allowbreak/>fr/</ref>: Stéphanie Allassonnière and
Stéphane Mallat (2010-2013).</p>
          <p>Much of the visual cortex is organized into visual field maps, which
means that nearby neurons have receptive fields at nearby locations in
the image. The introduction of functional magnetic resonance imaging
(fMRI) has made it possible to identify visual field maps in human
cortex, the most important one being the medial occipital cortex
(V1,V2,V3). It is also possible to relate directly the activity of
simple cells to an fMRI activation pattern and Parietal developed some
of the most effective methods. However, the simple cell model is not
sufficient to account for high-level information on visual scenes,
which requires the introduction of specific semantic features. While
the brain regions related to semantic information processing are now
well understood, little is known on the flow of visual information
processing between the primary visual cortex and the specialized
regions in the infero-temporal cortex. A central issue is to better
understand the behavior of intermediate cortex layers.</p>
          <p>Our proposition is to use our mathematical approach to formulate
explicitly some generative model of information processing, such as
those that characterize complex cells in the visual cortex, and then
to identify the brain substrate of the corresponding processing units
from fMRI data. While fMRI resolution is still too coarse for a very
detailed mapping of detailed cortical functional organization, we
conjecture that some of the functional mechanisms that characterize
biological vision processes can be captured through fMRI; in parallel
we will push the fMRI resolution to increase our chance to obtain a
detailed mapping of visual cortical regions.</p>
        </subsection>
        <subsection id="uid87" level="3">
          <bodyTitle>Niconnect project</bodyTitle>
          <participants>
            <person key="parietal-2008-id18078">
              <firstname>Bertrand</firstname>
              <lastname>Thirion</lastname>
            </person>
            <person key="parietal-2008-id18129">
              <firstname>Gaël</firstname>
              <lastname>Varoquaux</lastname>
              <moreinfo>Correspondant</moreinfo>
            </person>
            <person key="parietal-2012-idp140729218063872">
              <firstname>Alexandre</firstname>
              <lastname>Abraham</lastname>
            </person>
          </participants>
          <simplelist>
            <li id="uid88">
              <p noindent="true"><b>Context:</b> The NiConnect project (2012-2016) arises from
an increasing need of medical imaging tools to diagnose efficiently
brain pathologies, such as neuro-degenerative and psychiatric
diseases or lesions related to stroke. Brain imaging provides a
non-invasive and widespread probe of various features of brain
organization, that are then used to make an accurate diagnosis,
assess brain rehabilitation, or make a prognostic on the chance of
recovery of a patient. Among different measures extracted from brain
imaging, functional connectivity is particularly attractive, as it
readily probes the integrity of brain networks, considered as
providing the most complete view on brain functional organization.</p>
            </li>
            <li id="uid89">
              <p noindent="true"><b>Challenges:</b> To turn methods research into popular tool
widely usable by non specialists, the NiConnect project puts
specific emphasis on producing high-quality open-source
software. NiConnect addresses the many data analysis tasks that
extract relevant information from resting-state fMRI
datasets. Specifically, the scientific difficulties are <i>i)</i>
conducting proper validation of the models and tools, and
<i>ii)</i> providing statistically controlled information to
neuroscientists or medical doctors. More importantly, these
procedures should be robust enough to perform analysis on limited
quality data, as acquiring data on diseased populations is
challenging and artifacts can hardly be controlled in clinical
settings.</p>
            </li>
            <li id="uid90">
              <p noindent="true"><b>Outcome of the project:</b> In the scope of computer science
and statistics, NiConnect pushes forward algorithms and
statistical models for brain functional connectivity. In particular,
we are investigating structured and multi-task graphical models to
learn high-dimensional multi-subject brain connectivity models, as
well as spatially-informed sparse decompositions for segmenting
structured from brain imaging. With regards to neuroimaging methods
development, NiConnect provides systematic comparisons and
evaluations of connectivity biomarkers and a software library
embedding best-performing state-of-the-art approaches. Finally,
with regards to medical applications, the NiConnect project
also plays a support role in on going medical studies and clinical
trials on neurodegenerative diseases.</p>
            </li>
            <li id="uid91">
              <p noindent="true">
                <b>Consortium</b>
              </p>
              <simplelist>
                <li id="uid92">
                  <p noindent="true">Parietal Inria research team: applied mathematics and computer
science to model the brain from MRI</p>
                </li>
                <li id="uid93">
                  <p noindent="true">LIF INSERM research team: medical image data analysis and modeling
for clinical applications</p>
                </li>
                <li id="uid94">
                  <p noindent="true">CATI center: medical image processing center for large scale brain
imaging studies</p>
                </li>
                <li id="uid95">
                  <p noindent="true">Henri-Mondor hospital neurosurgery and neuroradiology: clinical
teams conducting research on treatments for neurodegenerative
diseases, in particular Huntington and Parkinson diseases</p>
                </li>
                <li id="uid96">
                  <p noindent="true">Logilab: consulting in scientific computing</p>
                </li>
              </simplelist>
            </li>
          </simplelist>
        </subsection>
      </subsection>
    </subsection>
    <subsection id="uid97" level="1">
      <bodyTitle>European Initiatives</bodyTitle>
      <subsection id="uid98" level="2">
        <bodyTitle>HBP</bodyTitle>
        <sanspuceslist>
          <li id="uid99">
            <p noindent="true">Type: COOPERATION</p>
          </li>
          <li id="uid100">
            <p noindent="true">Instrument: Collaborative Project with Coordination and Support Action</p>
          </li>
          <li id="uid101">
            <p noindent="true">Objectif: NC</p>
          </li>
          <li id="uid102">
            <p noindent="true">Duration: October 2013 - March 2016</p>
          </li>
          <li id="uid103">
            <p noindent="true">Coordinator: EPFL, Lausanne</p>
          </li>
          <li id="uid104">
            <p noindent="true">Partner: 86 partners, <ref xlink:href="https://www.humanbrainproject.eu/fr/discover/the-community/partners;jsessionid=10vokilfkjcyhhgmfxu609p40" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">https://<allowbreak/>www.<allowbreak/>humanbrainproject.<allowbreak/>eu/<allowbreak/>fr/<allowbreak/>discover/<allowbreak/>the-community/<allowbreak/>partners;jsessionid=10vokilfkjcyhhgmfxu609p40</ref></p>
          </li>
          <li id="uid105">
            <p noindent="true">Inria contact: Olivier Faugeras</p>
          </li>
          <li id="uid106">
            <p noindent="true">Abstract:</p>
            <p>Understanding the human brain is one of the greatest challenges facing
21st century science. If we can rise to the challenge, we can gain
profound insights into what makes us human, develop new treatments for
brain disease and build revolutionary new computing
technologies. Today, for the first time, modern ICT has brought these
goals within sight.</p>
            <p><b>Convergence of ICT and Biology</b>
The convergence between biology and ICT has reached a point at which
it can turn the goal of understanding the human brain into a
reality. This realisation motivates the Human Brain Project
– an EU Flagship initiative in which over 80 partners will work
together to realise a new "ICT-accelerated" vision for brain research
and its applications.</p>
            <p>One of the major obstacles to understanding the human brain is the
fragmentation of brain research and the data it produces. Our most
urgent need is thus a concerted international effort that uses
emerging emerging ICT technologies to integrate this data in a unified
picture of the brain as a single multi-level system.</p>
            <p><b>Research Areas</b>
The HBP will make fundamental contributions to neuroscience, to
medicine and to future computing technology.</p>
            <p>In <i>neuroscience</i>, the project will use neuroinformatics and brain
simulation to collect and integrate experimental data, identifying and
filling gaps in our knowledge, and prioritising future experiments.</p>
            <p>In <i>medicine</i>, the HBP will use medical informatics to identify
biological signatures of brain disease, allowing diagnosis at an early
stage, before the disease has done irreversible damage, and enabling
personalized treatment, adapted to the needs of individual
patients. Better diagnosis, combined with disease and drug simulation,
will accelerate the discovery of new treatments, drastically lowering
the cost of drug discovery.</p>
            <p>In <i>computing</i>, new techniques of interactive supercomputing,
driven by the needs of brain simulation, will impact a vast range of
industries. Devices and systems, modelled after the brain, will
overcome fundamental limits on the energy-efficiency, reliability and
programmability of current technologies, clearing the road for systems
with brain-like intelligence.</p>
            <p>
              <b>The Future of Brain Research</b>
            </p>
            <p>Applying ICT to brain research and its applications promises huge
economic and social benefits. But to realise these benefits, the
technology needs to be made accessible to scientists – in the form of
research platforms they can use for basic and clinical research, drug
discovery and technology development. As a foundation for this effort,
the HBP will build an integrated system of ICT-based research
platforms, building and operating the platforms will require a clear
vision, strong, flexible leadership, long-term investment in research
and engineering, and a strategy that leverages the diversity and
strength of European research. It will also require continuous
dialogue with civil society, creating consensus and ensuring the
project has a strong grounding in ethical standards.</p>
            <p>The Human Brain Project will last ten years and will consist of a
ramp-up phase and a partially overlapping operational phase.</p>
          </li>
        </sanspuceslist>
      </subsection>
    </subsection>
    <subsection id="uid107" level="1">
      <bodyTitle>International Initiatives</bodyTitle>
      <subsection id="uid108" level="2">
        <bodyTitle>Inria Associate Teams</bodyTitle>
        <sanspuceslist>
          <li id="uid109">
            <p noindent="true">Title: Analysis of structural MR and DTI in neonates</p>
          </li>
          <li id="uid110">
            <p noindent="true">Inria principal investigator: Pierre Fillard</p>
          </li>
          <li id="uid111">
            <p noindent="true">International Partner:</p>
            <sanspuceslist>
              <li id="uid112">
                <p noindent="true">Institution: University of Southern California (United States)</p>
              </li>
              <li id="uid113">
                <p noindent="true">Laboratory: Image Lab at Children Hospital at Los Angeles</p>
              </li>
              <li id="uid114">
                <p noindent="true">Researcher: Natasha Lepore</p>
              </li>
            </sanspuceslist>
          </li>
          <li id="uid115">
            <p noindent="true">International Partner:</p>
            <sanspuceslist>
              <li id="uid116">
                <p noindent="true">Institution: University of Pennsylvania (United States)</p>
              </li>
              <li id="uid117">
                <p noindent="true">Laboratory: Penn Image Computing and Science Laboratory</p>
              </li>
              <li id="uid118">
                <p noindent="true">Researcher: Caroline Brun</p>
              </li>
            </sanspuceslist>
          </li>
          <li id="uid119">
            <p noindent="true">Duration: 2011 - 2013</p>
          </li>
          <li id="uid120">
            <p noindent="true">See also: <ref xlink:href="http://www.capneonates.org/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>www.<allowbreak/>capneonates.<allowbreak/>org/</ref></p>
          </li>
          <li id="uid121">
            <p noindent="true">While survival is possible at increasingly lower gestational ages at
birth, premature babies are at higher risk of developing mental
disorders or learning disabilities than babies born at term. A precise
identification of the developmental differences between premature and
control neonates is consequently of utmost importance. Nowadays, the
continuously improving quality and availability of MR systems makes it
possible to precisely determine, characterize and compare brain
structures such as cortical regions, or white matter fiber
bundles. The objective of this project is to understand the
developmental differences of premature versus normal neonates, using
structural and diffusion MRI. This work will consist in identifying,
characterizing and meticulously studying the brain structures that are
different between the two groups. To do so, we propose to join forces
between the Parietal team at Inria and the University of Southern
California. Parietal has a recognized expertise in medical image
registration and in statistical analyses of groups of individuals. USC
has a broad knowledge in MR image processing. In particular, the
Children's Hospital at Los Angeles (CHLA), which is part of USC, is in
the process of collecting a unique database of several hundreds of
premature and normal neonates MR scans. This joint collaboration is
consequently a unique chance of addressing key questions pertaining to
neonatal and premature development. It will make it possible to
elaborate new tools to analyze neonate MR images while tremendously
increasing our knowledge of neuroanatomy at such an early stage in
life.</p>
          </li>
        </sanspuceslist>
      </subsection>
      <subsection id="uid122" level="2">
        <bodyTitle>Inria International Labs</bodyTitle>
        <p>Parietal has taken part to the program Inria@SiliconValley, and had a
18-months post-doc funded to work on the comparison of anatomical and
functional connectivity (18 months, 2011-2013):</p>
        <p>In this project, we build probabilistic models that relates
quantitatively the observations in anatomical and functional
connectivity. For instance given a set of brain regions, the level of
functional integration might be predicted by the anatomical
connectivity measurement derived from the fibers in a given population
of subjects. More generally, we seek to extract latent factors
explaining both connectivity measures across the population. Such
models require specifically that a generative model is proposed to
explain the observations in either domain, so that a meaningful and
testable link is built between the two modalities. The inference
problem can then be formulated as learning the coupling parameters
that are necessary to model the association between modalities, and
tested e.g. by assessing the ability of the learned model to
generalize to new subjects. The aim is then to provide the
mathematical and algorithmic tools necessary to build a standardized
model of brain connectivity informed by both modalities, associated
with confidence intervals to take into account between subject
variability. Such an atlas is a long-term project, that requires
adequate validation on high-resolution data, but it is tightly linked
to this project.</p>
      </subsection>
    </subsection>
    <subsection id="uid123" level="1">
      <bodyTitle>International Research Visitors</bodyTitle>
      <subsection id="uid124" level="2">
        <bodyTitle>Visits of International Scientists</bodyTitle>
        <subsection id="uid125" level="3">
          <bodyTitle>Internships</bodyTitle>
          <p>Felipe Yanez made a three months internship (January-March 2013),
funded by Inria Chile and Conycit. His research topic was
<i>Improving the fit of functional MRI data through the use of
sparse linear models</i>.</p>
        </subsection>
        <subsection id="uid126" level="3">
          <bodyTitle>Other visitors</bodyTitle>
          <p>Danilo Bzdok (Forschungszentrum Jülich, institue of neuroscience and
medicine) visited Parietal in September 2013, to develop
collaborations on the use of machine learning techniques to model
behavioral variables and find data-driven characterization of brain
diseases.</p>
        </subsection>
      </subsection>
      <subsection id="uid127" level="2">
        <bodyTitle>Visits to International Teams</bodyTitle>
        <simplelist>
          <li id="uid128">
            <p noindent="true">Yannick Schwartz spent one month in University of Texas at Austin, in
Poldrack's lab <ref xlink:href="http://www.poldracklab.org/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>www.<allowbreak/>poldracklab.<allowbreak/>org/</ref>. This stay was an
opportunity to improve our understanding of the main challenges in
functional brain imaging modalities.</p>
          </li>
          <li id="uid129">
            <p noindent="true">Philippe Ciuciu spent two months in the Paul Sabatier University
(Toulouse, france), as part of the CIMI labex, where he runs a
collaboration on compressed sensing for MRI.</p>
          </li>
        </simplelist>
      </subsection>
    </subsection>
  </partenariat>
  <diffusion id="uid130">
    <bodyTitle>Dissemination</bodyTitle>
    <subsection id="uid131" level="1">
      <bodyTitle>Scientific Animation</bodyTitle>
      <simplelist>
        <li id="uid132">
          <p noindent="true">B. Thirion acts as reviewers for Medical Image Analysis, IEEE
Transactions on Medical Imaging, NeuroImage, ISBI, IPMI, as associate
editor for Frontiers in Neuroscience Methods, as program committee for
the MICCAI 2012 conference and as expert for ANR, NWO.</p>
        </li>
        <li id="uid133">
          <p noindent="true">B.Thirion set up the following workshop at the OHBM 2013 conference:
<i>Functional Data-Driven Atlases of the Brain</i>
<ref xlink:href="http://www.humanbrainmapping.org/i4a/pages/index.cfm?pageid=3526" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>www.<allowbreak/>humanbrainmapping.<allowbreak/>org/<allowbreak/>i4a/<allowbreak/>pages/<allowbreak/>index.<allowbreak/>cfm?pageid=3526</ref>
and took part to the morning workshop entitled <i>Big Data in
Neuroimaging: Big Opportunities or Just a Big Hassle - The Skeptical
Neuroimagers View</i>.</p>
        </li>
        <li id="uid134">
          <p noindent="true">Bertrand Thirion organized a national workshop on Brain-Computer
Interfaces at ICM, paris, on June 4th
<ref xlink:href="https://itneuro.aviesan.fr/Local/itneuro/dir/documents/newsletter/Newsletteroctobre2013.pdf" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">https://<allowbreak/>itneuro.<allowbreak/>aviesan.<allowbreak/>fr/<allowbreak/>Local/<allowbreak/>itneuro/<allowbreak/>dir/<allowbreak/>documents/<allowbreak/>newsletter/<allowbreak/>Newsletteroctobre2013.<allowbreak/>pdf</ref>.</p>
        </li>
        <li id="uid135">
          <p noindent="true">B. Thirion and G. Varoquaux organized the MMBC workshop at MICCAI 2013
<ref xlink:href="http://groups.csail.mit.edu/vision/mmbc2013/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>groups.<allowbreak/>csail.<allowbreak/>mit.<allowbreak/>edu/<allowbreak/>vision/<allowbreak/>mmbc2013/</ref>.</p>
        </li>
        <li id="uid136">
          <p noindent="true">G. Varoquaux was program chair for PRNI 2013 and committee for
Euroscipy 2013.</p>
        </li>
        <li id="uid137">
          <p noindent="true">G. Varoquaux acts as reviewer for NeuroImage, HBM, MedIA, TMI,
Frontiers in NeuroInformatics, Frontiers in Brain Imaging methods and
Trends in cognitive science Review editor for Frontiers in
NeuroInformatics and Frontiers in Brain Imaging methods and as expert
for ANR and Agoranov.</p>
        </li>
        <li id="uid138">
          <p noindent="true">Gael Varoquaux presented scikit-learn and machine learning tools and
concepts at the Microsoft Spark incubator, and at Cap Digital.</p>
        </li>
        <li id="uid139">
          <p noindent="true">Philippe Ciuciu is IEEE senior member, member of the BioImaging Signal
Processing (BISP) committee of the IEEE ISBI conference for 3
years (2013-15). He will be BISP area chair of the 2014 IEEE ICASSP
conference in Florence.</p>
        </li>
        <li id="uid140">
          <p noindent="true">Philippe Ciuciu was the main organizer with JM Lina of a
symposium in Montreal in Oct 2013: <i>Scale-free Dynamics and
Networks in Neurosciences</i>, financially supported by the Centre de
recherche mathématique de l’université de
Montreal. <ref xlink:href="http://www.crm.umontreal.ca/2013/Neuro13/" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>www.<allowbreak/>crm.<allowbreak/>umontreal.<allowbreak/>ca/<allowbreak/>2013/<allowbreak/>Neuro13/</ref>.</p>
        </li>
        <li id="uid141">
          <p noindent="true">Philippe Ciuciu is an international expert and reviewer for the
<i>Biotechnology and Biological Sciences Research Council</i>:
<ref xlink:href="http://www.bbsrc.ac.uk" location="extern" xlink:type="simple" xlink:show="replace" xlink:actuate="onRequest">http://<allowbreak/>www.<allowbreak/>bbsrc.<allowbreak/>ac.<allowbreak/>uk</ref> and the <i>Technology Foundation STW,
Netherlands</i>. He also serves as <b>reviewer</b> for the French
research funding agency (ANR) in the field of biomedical engineering
and life science research calls.
He is also reviewer for 16 peer-reviewing journals including IEEE
TMI/BME/SP/IP/PAMI, Medical Image Analysis, NeuroImage, Human Brain
Mapping, Plos One, MAGMA, JMRI, Journal of Neuroscience Methods,
Signal Processing. He regularly serves as reviewer for the MICCAI,
IEEE (ICASSP, ISBI, ICIP, EMBC, PRNI), EUSIPCO, HBM, SampTA,
conferences.</p>
        </li>
        <li id="uid142">
          <p noindent="true">Alexandre Gramfort is Program committee PRNI, Associate editor IEEE
EMBC conference and Associate editor Frontiers in brain imaging
methods.</p>
        </li>
        <li id="uid143">
          <p noindent="true">Alexandre Gramfort acts as reviewer for Neuroimage, IEEE TMI, brain
topography, HBM journal, PLOS ONE, brain connectivity, journal of
clinical neurophysiology, MICCAI, physics in medicine and biology.</p>
        </li>
      </simplelist>
    </subsection>
    <subsection id="uid144" level="1">
      <bodyTitle>Teaching - Supervision - Juries</bodyTitle>
      <subsection id="uid145" level="2">
        <bodyTitle>Teaching</bodyTitle>
        <simplelist>
          <label>Gael Varoquaux</label>
          <li id="uid146">
            <simplelist>
              <li id="uid147">
                <p noindent="true">Stat Course cogmaster (3 <formula type="inline"><math xmlns="http://www.w3.org/1998/Math/MathML" overflow="scroll"><mo>×</mo></math></formula> 3H)</p>
              </li>
              <li id="uid148">
                <p noindent="true">Python course Inria Rocquencourt et Rennes: 8Hrs each time</p>
              </li>
              <li id="uid149">
                <p noindent="true">Optimization tutoral at Euroscipy: 2H</p>
              </li>
              <li id="uid150">
                <p noindent="true">Scikit-learn tutorial at Scipy: 4H</p>
              </li>
              <li id="uid151">
                <p noindent="true">Functional connectivity course at OHBM: 30mn, ISMRM 30mn</p>
              </li>
            </simplelist>
          </li>
          <label>Bertrand Thirion</label>
          <li id="uid152">
            <simplelist>
              <li id="uid153">
                <p noindent="true">Master MVA, Imagerie fonctionnelle cérébrale et interface cerveau
machine, 12h + 3h, M2, ENS Cachan, France.</p>
              </li>
            </simplelist>
          </li>
        </simplelist>
      </subsection>
      <subsection id="uid154" level="2">
        <bodyTitle>Supervision</bodyTitle>
        <sanspuceslist>
          <li id="uid155">
            <p noindent="true">PhD : Solveig Badillo, Study of hemodynamic variability in sane
adults and children in fMRI, Paris XI, 18/11/2013, supervised by
Philippe Ciuciu</p>
          </li>
          <li id="uid156">
            <p noindent="true">PhD : Virgile Fritsch, High-dimensional statistical methods for
inter-subject neuroimaging studies, Paris XI, 18/12/2013, supervised
by J.-B. Poline and B. Thirion</p>
          </li>
        </sanspuceslist>
      </subsection>
      <subsection id="uid157" level="2">
        <bodyTitle>Juries</bodyTitle>
        <simplelist>
          <li id="uid158">
            <p noindent="true">B. Thirion was reviewer for the PhD thesis of A.C. Philippe
(Inria Sophia-Antipolis); the defense took place at Sophia-Antipolis
on Dec. 19th, 2013.</p>
          </li>
          <li id="uid159">
            <p noindent="true">G. Varoquaux was examinator for the PhD defense of Katerina
Gkirtzou at Centrale Paris, in Dec. 2013.</p>
          </li>
          <li id="uid160">
            <p noindent="true">P.Ciuciu took part to three PhD committees in 2013, one as
reviewer (F. Karahonuglu, EPFL, Lausanne, Switzerland).</p>
          </li>
        </simplelist>
      </subsection>
    </subsection>
    <subsection id="uid161" level="1">
      <bodyTitle>Popularization</bodyTitle>
      <p><span class="smallcap" align="left">Parietal</span> presented a game designed by Virgile Fritsch to
illustrate our research activities on brain activity decoding, at the
Salon de jeux et culture mathématique (May 30<sup>th</sup>-June 2<sup>nd</sup>,
2013).</p>
    </subsection>
  </diffusion>
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