Project-Team:CQFD

Project-Team Cqfd

Team, Visitors, External Collaborators

Overall Objectives

Presentation

Research Program

Application Domains

Dependability and safety

New Software and Platforms

New Results

Power-of-d-Choices with Memory: Fluid Limit and Optimality
Hamilton-Jacobi-Bellman Inequality for the Average Control of Piecewise Deterministic Markov Processes
Approximation of discounted minimax Markov control problems and zero-sum Markov games using Hausdorff and Wasserstein distances
Combining clustering of variables and feature selection using random forests: the CoV/VSURF procedure
Statistical model choice including variable selection based on variable importance: A relevant way for biomarkers selection to predict meat tenderness
Genome sequencing for rightward hemispheric language dominance
An Original Methodology for the Selection of Biomarkers of Tenderness in Five Different Muscles
New Approach Studying Interactions Regarding Trade-Off between Beef Performances and Meat Qualities
Impact of Speller Size on a Visual P300 Brain-Computer Interface (BCI) System under Two Conditions of Constraint for Eye Movement
High-Dimensional Multi-Block Analysis of Factors Associated with Thrombin Generation Potential
Multiple‐output quantile regression through optimal quantization
Artificial evolution, fractal analysis and applications
Self-affinity of an Aircraft Pilot's Gaze Direction as a Marker of Visual Tunneling
Filtering-based Analysis Comparing the DFA with the CDFA for Wide Sense Stationary Processes
2D Fourier Transform Based Analysis Comparing the DFA with the DMA
Interpréter les Fonctions de Fluctuation du DFA et du DMA comme le Résultat d'un Filtrage
A perturbation analysis of stochastic matrix Riccati diffusions
On the stability of matrix-valued Riccati diffusions
A variational approach to nonlinear and interacting diffusions
An explicit Floquet-type representation of Riccati aperiodic exponential semigroups
Uniform propagation of chaos and creation of chaos for a class of nonlinear diffusions
Stability Properties of Systems of Linear Stochastic Differential Equations with Random Coefficients
On One-Dimensional Riccati Diffusions
Adaptive Approximate Bayesian Computational Particle Filters for Underwater Terrain-Aided Navigation.
Inference for conditioned Galton-Watson trees from their Harris path

Bilateral Contracts and Grants with Industry

Bilateral Contracts with Industry

Partnerships and Cooperations

Dissemination

Bibliography

Inria | Raweb 2019 | Presentation of the Project-Team CQFD


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Section: New Software and Platforms

biips

Bayesian Inference with Interacting Particle Systems

Keyword: Bayesian estimation

Functional Description: Biips is a software platform for automatic Bayesian inference with interacting particle systems. Biips allows users to define their statistical model in the probabilistic programming BUGS language, as well as to add custom functions or samplers within this language. Then it runs sequential Monte Carlo based algorithms (particle filters, particle independent Metropolis-Hastings, particle marginal Metropolis-Hastings) in a black-box manner so that to approximate the posterior distribution of interest as well as the marginal likelihood. The software is developed in C++ with interfaces with the softwares R, Matlab and Octave.

Participants: Adrien Todeschini, François Caron, Pierre Del Moral and Pierrick Legrand
Contact: Adrien Todeschini
URL: http://biips.gforge.inria.fr

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