We consider an optimization problem with endpoint constraints associated with a nonconvex differential inclusion. We give a necessary condition of the maximum principle type for a solution of the problem. Following the approach from Ref. 1, the condition is stated in terms of single-valued selections of the convexified right-hand side of the inclusion
The Classical Pontryagin maximum principle for boundary trajectories of control systems consists of ...
The Classical Pontryagin maximum principle for boundary trajectories of control systems consists of ...
We study boundary trajectories of differential inclusions with state constraints and prove a maximum...
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...
AbstractIn this paper, we derive necessary optimality conditions for optimization problems defined b...
Optimal and boundary trajectories of nonsmooth, nonconvex control systems and differential inclusion...
Optimal and boundary trajectories of nonsmooth, nonconvex control systems and differential inclusion...
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
AbstractIn this paper, we derive necessary optimality conditions for optimization problems defined b...
The Classical Pontryagin maximum principle for boundary trajectories of control systems consists of ...
The Classical Pontryagin maximum principle for boundary trajectories of control systems consists of ...
The Classical Pontryagin maximum principle for boundary trajectories of control systems consists of ...
We study boundary trajectories of differential inclusions with state constraints and prove a maximum...
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...
AbstractIn this paper, we derive necessary optimality conditions for optimization problems defined b...
Optimal and boundary trajectories of nonsmooth, nonconvex control systems and differential inclusion...
Optimal and boundary trajectories of nonsmooth, nonconvex control systems and differential inclusion...
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
In this paper, we study the dynamics of a differential inclusion built upon a nonsmooth, not necessa...
AbstractIn this paper, we derive necessary optimality conditions for optimization problems defined b...
The Classical Pontryagin maximum principle for boundary trajectories of control systems consists of ...
The Classical Pontryagin maximum principle for boundary trajectories of control systems consists of ...
The Classical Pontryagin maximum principle for boundary trajectories of control systems consists of ...
We study boundary trajectories of differential inclusions with state constraints and prove a maximum...