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Publication  de  la  collection  HAL LS2N-OGRE  pour  2018

Nombre de publications retournées : 7


Récapitulatif du nombre de publications de la collection par types
ART_INT
COMM_INT
THESE
241

Revues internationales avec comité de lecture (ART_INT)

    • [1] S. Briot, A. Goldsztejn. Topology Optimization of Industrial Robots: Application to a Five-bar Mechanism. In Mechanism and Machine Theory ; éd. Elsevier, 2018, vol. 120.
      https://hal.science/hal-01587979v1
    • [2] C. Hartmann, R. Chenouard, E. Mermoz, A. Bernard. A framework for automatic architectural synthesis in conceptual design phase. In Journal of Engineering Design ; éd. Taylor & Francis, 2018.
      https://hal.science/hal-01900878v1

Conférences internationales avec comité de lecture et actes (COMM_INT)

    • [3] A. Goldsztejn, G. Chabert. Estimating the robust domain of attraction for non-smooth systems using an interval Lyapunov equation. In The 18th International Symposium on Scientific Computing, Computer Arithmetic, and Verified Numerical Computations, septembre 2018, Tokyo, Japon.
      https://hal.science/hal-02008057v1
    • [4] A. Goldsztejn, S. Caro, G. Chabert. A parametric Kantorovich theorem with application to tolerance synthesis. In The 18th International Symposium on Scientific Computing, Computer Arithmetic, and Verified Numerical Computations, septembre 2018, Tokyo, Japon.
      https://hal.science/hal-01863731v1
    • [5] G. Chabert, A. Goldsztejn, C. Jermann. Solving under-constrained numerical constraint satisfaction problems with IBEX. In The 18th International Symposium on Scientific Computing, Computer Arithmetic, and Verified Numerical Computations, septembre 2018, Tokyo, Japon.
      https://hal.science/hal-02008026v1
    • [6] L. Granvilliers. A New Interval Contractor Based on Optimality Conditions for Bound Constrained Global Optimization. In 2018 IEEE 30th International Conference on Tools with Artificial Intelligence (ICTAI), novembre 2018, Volos, France.
      https://hal.science/hal-01995939v1

Theses et HDR (THESE)

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