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Computation and control of solutions to the Burgers equation using viability theory.

, , и . ACC, стр. 3906-3911. IEEE, (2005)

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Jean Pierre Calteux

Jean-Pierre Mazat

Pierre Jean Regenet

Jean-Pierre Dubost

Jean-Pierre Détry

 

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Viabilist and tychastic approaches to guaranteed ALM problem., , , и . Risk Decis. Anal., 3 (1-2): 89-113 (2012)Detectability under impulse differential inclusions., и . ECC, стр. 2770-2775. IEEE, (2001)Viability kernels and capture basins of sets under differential inclusions.. CDC, стр. 4605-4610. IEEE, (2002)Boundary-value problems for systems of Hamilton-Jacobi-Bellman inclusions with constraints.. CDC, стр. 2328-2333. IEEE, (2002)Characterization of Cones of Functions Isomorphic to Cones of Convex Functions.. Optimization Techniques, том 3 из Lecture Notes in Computer Science, стр. 174-183. Springer, (1973)The viability theorem for stochastic differential inclusions, и . Stochastic Analysis and Applications, 16 (1): 1--15 (1998)Detectability through measurements under impulse differential inclusions., и . CDC, стр. 3591-3595. IEEE, (2002)A viability approach to Hamilton-Jacobi equations: application to concave highway traffic flux functions., , и . CDC/ECC, стр. 3519-3524. IEEE, (2005)Characterization of Stochastic Viability of Any Nonsmooth Set Involving Its Generalized Contingent Curvature, и . Stochastic Analysis and Applications, 21 (5): 955--981 (2003)The Substratum of Impulse and Hybrid Control Systems.. HSCC, том 2034 из Lecture Notes in Computer Science, стр. 105-118. Springer, (2001)