This paper seeks to unify, and improve, different approaches to con-jugacy applicable to certain classes of optimal control problems. This covers the classical notion of conjugate points in the calculus of vari-ations, various extensions of this concept to optimal control, and the recently developed theory of conjugate intervals
Analogs of certain conjugate point properties in the calculus of variations are developed for optima...
AbstractIn this paper important properties of the conjugate points are discussed and illustrated for...
This book provides an introductory yet rigorous treatment of Pontryagin’s Maximum Principle and its ...
Analogs of certain conjugate point properties in the calculus of variations are developed for optima...
AbstractAnalogs of certain conjugate point properties in the calculus of variations are developed fo...
Two interesting and important properties of the conjugate points have been discussed and illustrated...
” Conjugate points ” is a global concept in calculus of variation, and plays an important role in di...
Conjugate point type second order optimality conditions for extremals associated to smooth Hamiltoni...
The conjugate point is a global concept in the calculus of variations. It plays a crucial role to gu...
AbstractIn this paper we present, for optimal control problems with smooth control constraints, seco...
This thesis presents second order necessary conditions for the standard deterministic optimal contro...
The main work of this thesis is concerned with the comparison of conjugate gradient with hybrid conj...
The new result presented is a conjugate point condition for an optimal control problem in which ther...
The property investigation of conjugate equations and their applications to the problem of the non-s...
The aim of this article is to present the algorithm to compute the first conjugate point along a smo...
Analogs of certain conjugate point properties in the calculus of variations are developed for optima...
AbstractIn this paper important properties of the conjugate points are discussed and illustrated for...
This book provides an introductory yet rigorous treatment of Pontryagin’s Maximum Principle and its ...
Analogs of certain conjugate point properties in the calculus of variations are developed for optima...
AbstractAnalogs of certain conjugate point properties in the calculus of variations are developed fo...
Two interesting and important properties of the conjugate points have been discussed and illustrated...
” Conjugate points ” is a global concept in calculus of variation, and plays an important role in di...
Conjugate point type second order optimality conditions for extremals associated to smooth Hamiltoni...
The conjugate point is a global concept in the calculus of variations. It plays a crucial role to gu...
AbstractIn this paper we present, for optimal control problems with smooth control constraints, seco...
This thesis presents second order necessary conditions for the standard deterministic optimal contro...
The main work of this thesis is concerned with the comparison of conjugate gradient with hybrid conj...
The new result presented is a conjugate point condition for an optimal control problem in which ther...
The property investigation of conjugate equations and their applications to the problem of the non-s...
The aim of this article is to present the algorithm to compute the first conjugate point along a smo...
Analogs of certain conjugate point properties in the calculus of variations are developed for optima...
AbstractIn this paper important properties of the conjugate points are discussed and illustrated for...
This book provides an introductory yet rigorous treatment of Pontryagin’s Maximum Principle and its ...