Second-Order Necessary/Sufficient Conditions for Optimal Control Problems in the Absence of Linear Structure

Details Second-Order Necessary/Sufficient Conditions for Optimal Control Problems in the Absence of Linear Structure Second-Order Necessary/Sufficient Conditions for Optimal Control Problems in the Absence of Linear Structure

2010-08-05

arxiv.org/abs/1008.1020v1

Mathematics

Optimization and Control

Scientific paper

Second-order necessary conditions for optimal control problems are
considered, where the ``second-order" is in the sense of that Pontryagin's
maximum principle is viewed as a first-order necessary optimality condition. A
sufficient condition for a local minimizer is also given.

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