Add to ORKGAbstract. Variation of parameter scheme (continuous form) in BVP for ODE is outlined. Presented algorythm is used in the elaborated Maple program for numerical solving of BVP. Some computational experience is described in the paper, OC applications including. 1
In this paper we discuss the use of bounded variation functions in the study of some optimal control...
Abstract. We propose and describe an alternative perspective to the study and numerical ap-proximati...
In this thesis, a one-dimensional second order differential two-point boundary value problem will be...
Variation of parameter scheme (VPS) to solve boundary value problems (BVP) for ordinary differential...
Optimal control problems arise in many applications and need suitable numerical methods to obtain a ...
In this chapter we discuss discrete variable methods for solving BVPs for ordinary differential equa...
Ordinary dierential equations (ODEs) describe phenomena that change contin-uously. They arise in mod...
We consider the solution of a first order system of ordinary differential equations y′(x) = f(x, y(...
Abstract. This paper presents an efficient symbolic-numerical approach for generating and solving th...
Abstract. Many numerical methods for the approximation ofordinary differential equations (ODEs) are ...
Tyt. z nagłówka.Bibliogr. s. 400-402.The R package bvpSolve for the numerical solution of Boundary V...
AbstractThe necessary conditions for optimality of a steady-state optimal control problem are first ...
AbstractFor the numerical solution of boundary value problems a global method, based on two-point Ta...
In this paper, we study boundary value methods (BVM methods) for solving initial value problems. The...
We deal with methods of parameter continuation in applied optimal control problem using the maximum ...
In this paper we discuss the use of bounded variation functions in the study of some optimal control...
Abstract. We propose and describe an alternative perspective to the study and numerical ap-proximati...
In this thesis, a one-dimensional second order differential two-point boundary value problem will be...
Variation of parameter scheme (VPS) to solve boundary value problems (BVP) for ordinary differential...
Optimal control problems arise in many applications and need suitable numerical methods to obtain a ...
In this chapter we discuss discrete variable methods for solving BVPs for ordinary differential equa...
Ordinary dierential equations (ODEs) describe phenomena that change contin-uously. They arise in mod...
We consider the solution of a first order system of ordinary differential equations y′(x) = f(x, y(...
Abstract. This paper presents an efficient symbolic-numerical approach for generating and solving th...
Abstract. Many numerical methods for the approximation ofordinary differential equations (ODEs) are ...
Tyt. z nagłówka.Bibliogr. s. 400-402.The R package bvpSolve for the numerical solution of Boundary V...
AbstractThe necessary conditions for optimality of a steady-state optimal control problem are first ...
AbstractFor the numerical solution of boundary value problems a global method, based on two-point Ta...
In this paper, we study boundary value methods (BVM methods) for solving initial value problems. The...
We deal with methods of parameter continuation in applied optimal control problem using the maximum ...
In this paper we discuss the use of bounded variation functions in the study of some optimal control...
Abstract. We propose and describe an alternative perspective to the study and numerical ap-proximati...
In this thesis, a one-dimensional second order differential two-point boundary value problem will be...