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The averaging principle for perturbations of continuous time control problems with fast controlled jump parameters.

, , and . CDC, page 730-735. IEEE, (2000)

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The averaging principle for perturbations of continuous time control problems with fast controlled jump parameters., , and . CDC, page 730-735. IEEE, (2000)Stability of manifold ambiguity resolution in DOA estimation with nonuniform linear antenna arrays., , and . ICASSP, page 3117-3120. IEEE, (2000)On LP Formulations of Optimal Control Problems with Time Averaging and Time Discounting Criteria in Non-Ergodic Case., , and . CDC, page 4298-4303. IEEE, (2019)Duality, viability and optimality through linear programming approach to deterministic infinite horizon optimal control problems with discounting., and . CDC, page 6680-6685. IEEE, (2010)Multiscale singularly perturbed control systems: limit occupational measures sets and averaging., and . CDC, page 984-989. IEEE, (2003)Linear programming formulation of a discrete time infinite horizon optimal control problem with time discounting criterion., , and . CDC, page 4481-4483. IEEE, (2016)Occupational Measures Formulation and Linear Programming Solution of Deterministic Long Run Average Problems of Optimal Control., and . CDC, page 5012-5017. IEEE, (2006)Duality in linear programming problems related to deterministic long run average problems of optimal control with applications to periodic optimization., , and . CDC, page 1207-1211. IEEE, (2009)Instability in DOA manifold ambiguity resolution., , and . ISSPA, page 893-895. IEEE, (1999)Analysis of TCP-AQM Interaction Via Periodic Optimization and Linear Programming: The Case of Sigmoidal Utility Function., , and . NEW2AN, volume 4003 of Lecture Notes in Computer Science, page 517-529. Springer, (2006)