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Section: Bilateral Contracts and Grants with Industry

Bilateral Contracts with Industry

Inria – Mitsubishi Electric framework program (2018+)

  • Title: Inria – Mitsubishi Electric framework program

  • Inria principal investigator: Jean-Pierre Talpin

  • International Partner: Mitsubishi Electric R&D Europe (MERCE)

  • Duration: 2018+

  • Abstract: Following up the fruitful collaboration of TEA with the formal methods group at MERCE, Inria and Mitsubishi Electric signed a center-wide collaboration agreement, which currently hosts projects with project-teams Sumo and Tea, as well as Tocata.

Mitsubishi Electric R&D Europe (2019-2022)

  • Title: A logical framework to verify requirements of hybrid system models

  • Inria principal investigator: Jean-Pierre Talpin, Stéphane Kastenbaum

  • International Partner: Mitsubishi Electric R&D Europe

  • Duration: 2015 - 2018

  • Abstract: The goal of this doctoral project is to verify and build cyber-physical systems (CPSs) with a correct-by-construction approach in order to validate system requirements against the two facets of the cyber and physical aspects of such designs. Our approach is based on components augmented with formal contracts that can be composed, abstracted or refined. It fosters the proof of system-level requirements by composing individual properties proved at component level. While semantically grounded, the tooling of this methodology should be usable by regular engineers (i.e. not proof theory specialists).

Mitsubishi Electric R&D Europe (2015-2019)

  • Title: Parallelism and modular proof in differential dynamic logic [1]

  • Inria principal investigator: Jean-Pierre Talpin, Simon Lunel

  • International Partner: Mitsubishi Electric R&D Europe

  • Duration: 2015 - 2018

  • Abstract: The primary goal of this Ph.D. project is to ensure correctness-by-design in cyber-physical systems, i.e., systems that mix software and hardware in a physical environment, e.g., Mitsubishi factory automation lines. We develop a component-based approach in Differential Dynamic Logic allowing to reason about a wide variety of heterogeneous cyber-physical systems. Our work provides tools and methodology to design and prove a system modularly.