Geometric constraints on the domain for a class of minimum problems
Texte intégral
Documents relatifs
More precisely, under certain assumptions, we show that the existence of solutions to appropriate parameterized reverse convex and convex maximization problems implies the existence
Furthermore, a stability property of the optimal control process is provided: any optimal solution of the properly scaled problem tends to the optimal solution of the e↵ective
Keywords: Vibro-impact; Non-smooth convex constraints; Measure differential inclusion; Inelastic shocks; Time-discretization scheme; Convergence; Existence... The existence of
Existence and Non-existence of Global Solutions to Initial Boundary Value Problems for Nonlinear Evolution Equations with the Strong Dissipation.. Akisato Kubo a , Jean-Pierre Loh´
Existence, uniqueness and a constructive solution algorithm for a class of finite Markov moment problems.. Laurent Gosse,
5 for the Neumann boundary conditions, and an existence theorem 9.2 for the case of a prescribed displacement at the boundary. For instance, the boundary
By introducing new classes of multi- functions we provide several existence (possibly allowing unbounded solution set), stability as well as sensitivity results which extend
– the reflexive separable Banach space introduced in [16] allowing to prove the existence of a weak solution for a class of fractional boundary value problems;... – the