Abstract. Within the framework of generic programming, we implement an abstract algorithm for solution of an integral equation of second kind with the resolvent kernels method. Then, as an application of the idempotent analysis analog of resolvent kernels developed in [LP01], we apply the algorithm to the numerical solution of an optimal control problem with stopping time
The paper suggests an approach to characterizing global solutions for optimal control problems with ...
AbstractThe theory of optimal fields is developed for optimal control problems in which the state va...
summary:This paper presents a theoretical approach to optimal control problems (OCPs) governed by a ...
Consiglio Nazionale delle Ricerche (CNR). Biblioteca Centrale / CNR - Consiglio Nazionale delle Rich...
In this paper we consider a general class of optimal control problems involving integrodifferential ...
Extremum problem involving certain linear integral equations with linear constraints is considered. ...
A new algorithm for finding value functions of finite horizon optimal stopping problems in one-dimen...
International audienceOptimal control problems with oscillations (chattering controls) and concentra...
We present a generic solver for unconstrained control problems (UCPs) whose objectives take the form...
Optimal control problems often arise in engineering applications when a known desired behavior is to...
Idempotent mathematics, which is based on the so-called idempotent superposition principle, has achi...
A number of iterative algorithms for solving unconstrained continuous-time optimal control problems ...
The theory of optimal control has been well developed for over forty years. With the advances of com...
AbstractAn optimal process with unilateral constraint is considered using relaxed controls. Existenc...
We consider an optimal control problem with differential and integral constraints. The initial condi...
The paper suggests an approach to characterizing global solutions for optimal control problems with ...
AbstractThe theory of optimal fields is developed for optimal control problems in which the state va...
summary:This paper presents a theoretical approach to optimal control problems (OCPs) governed by a ...
Consiglio Nazionale delle Ricerche (CNR). Biblioteca Centrale / CNR - Consiglio Nazionale delle Rich...
In this paper we consider a general class of optimal control problems involving integrodifferential ...
Extremum problem involving certain linear integral equations with linear constraints is considered. ...
A new algorithm for finding value functions of finite horizon optimal stopping problems in one-dimen...
International audienceOptimal control problems with oscillations (chattering controls) and concentra...
We present a generic solver for unconstrained control problems (UCPs) whose objectives take the form...
Optimal control problems often arise in engineering applications when a known desired behavior is to...
Idempotent mathematics, which is based on the so-called idempotent superposition principle, has achi...
A number of iterative algorithms for solving unconstrained continuous-time optimal control problems ...
The theory of optimal control has been well developed for over forty years. With the advances of com...
AbstractAn optimal process with unilateral constraint is considered using relaxed controls. Existenc...
We consider an optimal control problem with differential and integral constraints. The initial condi...
The paper suggests an approach to characterizing global solutions for optimal control problems with ...
AbstractThe theory of optimal fields is developed for optimal control problems in which the state va...
summary:This paper presents a theoretical approach to optimal control problems (OCPs) governed by a ...