STRONG LOCAL MINIMIZERS IN OPTIMAL CONTROL PROBLEMS WITH STATE CONSTRAINTS: SECOND-ORDER NECESSARY CONDITIONS

Key-words: Optimal control; pure state and mixed control-state constraints; Pontryagin's principle; Pontryagin multipliers; second-order necessary conditions; partial relaxation..

Key-words: Stochastic optimal control, variational approach, first and second order optimality conditions, polyhedric constraints, final state constraints.. ∗ INRIA-Saclay and CMAP,

For second-order state constraints, a shooting approach can be used for the stability analysis if all the touch points are reducible, see [20, 8], but not in presence of

Abstract: This paper provides an analysis of Pontryagine mimina satisfying a quadratic growth condition, for optimal control problems of ordinary differential equations with

The contribution of this paper are first and second order necessary opti- mality conditions for an optimal control problem for a semilinear parabolic equation with cubic

In this paper a numerical treatment of boundary conditions for the elastic–plastic wave equation is developed, which allows the simulation of problems on an arbitrarily shaped

Objectives : Strengthening the competitiveness of rural products, value addition at producers' level and the improvement of value chain performance through market systems

The purpose of this study was to assess the motor output capabilities of SMA, relative to M1, in terms of the sign (excitatory or inhibitory), latency and strength of