AbstractIn this paper, we derive necessary optimality conditions for optimization problems defined by non-convex differential inclusions with endpoint constraints. We do this in terms of parametrizations of the convexified form of the differential inclusion and, under additional assumptions, in terms of the inclusion itself
We study an optimization problem given by a discrete inclusion with end point constraints. An approa...
AbstractThe conventional Lagrangian approach to solving constrained optimization problems leads to o...
Sufficient conditions for optimality are derived for partial differential inclusions of parabolic ty...
AbstractIn this paper, we derive necessary optimality conditions for optimization problems defined b...
We consider an optimization problem with endpoint constraints associated with a nonconvex differenti...
We consider an optimization problem with endpoint constraints associated with a nonconvex differenti...
We consider an optimization problem with endpoint constraints associated with a nonconvex differenti...
We consider an optimization problem with endpoint constraints associated with a nonconvex differenti...
Optimization problems for discrete and differential inclusions have many important applications and ...
Optimal and boundary trajectories of nonsmooth, nonconvex control systems and differential inclusion...
Optimal and boundary trajectories of nonsmooth, nonconvex control systems and differential inclusion...
We treat a control problem given in terms of a differential inclusion x˙(t)∈E(t,x(t)) and develop ...
Nondegenerate second-order necessary conditions of optimality for general nonlinear optimization pro...
Nondegenerate second-order necessary conditions of optimality for general nonlinear optimization pro...
AbstractWe consider the Mayer optimal control problem with dynamics given by a nonconvex differentia...
We study an optimization problem given by a discrete inclusion with end point constraints. An approa...
AbstractThe conventional Lagrangian approach to solving constrained optimization problems leads to o...
Sufficient conditions for optimality are derived for partial differential inclusions of parabolic ty...
AbstractIn this paper, we derive necessary optimality conditions for optimization problems defined b...
We consider an optimization problem with endpoint constraints associated with a nonconvex differenti...
We consider an optimization problem with endpoint constraints associated with a nonconvex differenti...
We consider an optimization problem with endpoint constraints associated with a nonconvex differenti...
We consider an optimization problem with endpoint constraints associated with a nonconvex differenti...
Optimization problems for discrete and differential inclusions have many important applications and ...
Optimal and boundary trajectories of nonsmooth, nonconvex control systems and differential inclusion...
Optimal and boundary trajectories of nonsmooth, nonconvex control systems and differential inclusion...
We treat a control problem given in terms of a differential inclusion x˙(t)∈E(t,x(t)) and develop ...
Nondegenerate second-order necessary conditions of optimality for general nonlinear optimization pro...
Nondegenerate second-order necessary conditions of optimality for general nonlinear optimization pro...
AbstractWe consider the Mayer optimal control problem with dynamics given by a nonconvex differentia...
We study an optimization problem given by a discrete inclusion with end point constraints. An approa...
AbstractThe conventional Lagrangian approach to solving constrained optimization problems leads to o...
Sufficient conditions for optimality are derived for partial differential inclusions of parabolic ty...
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