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First and Second Order Necessary Conditions of Optimality for Impulsive Control Problems for an abstract minimization problem with equality and inequality type constraints and constraints given by convex
Numerical solution of a parabolic optimal control problem arising in economics and management© 2019 Elsevier Inc. We investigate a parabolic optimal control problem that serves as a
Milyutin's Theorem in Linear-Quadratic Optimal Control ProblemsWe consider a linear-quadratic optimal control problem on an infinite time interval with integral
A splitting bundle approach for non-smooth non-convex minimizationA splitting bundle approach for non-smooth non-convex minimization
Second-Order Regularity for Parabolic p-Laplace ProblemsOptimal second-order regularity in the space variables is established for solutions to Cauchy
Necessary optimality conditions for constrained optimization problems under relaxed constraint qualificationsWe derive first- and second-order necessary optimality conditions for set-constrained optimization
Investigation of regularity conditions in optimal control problems with geometric mixed constraintsWe investigate regularity conditions in optimal control problems with mixed constraints of a
Solving of a projection problem for convex polyhedra given by a system of linear constraints to further reducing the PPP to the problem of projecting the origin onto the convex hull of some vectors
Necessary optimality conditions without a priori normality assumptions, in which C is a convex closed cone, is the problem of optimal control with pulse controls.
A combined method for smooth equilibrium problems with nonlinear constraints for optimization problems and convex inequalities.
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