Standard necessary conditions of optimality (NCO) for constrained optimal control problems – Maximum Principle type conditions – may fail to provide useful information to select candidates to minimizers among the overall set of admissible solutions. This phenomenon is known as the degeneracy phenomenon and there has been continuing interest in the literature in proposing stronger forms of NCO that can be informative in such cases: the so-called nondegenerate NCO. The nondegenerate NCO proposed here are valid under a different set of hypothesis and under a constraint qualification of an integral-type that, in relation to some previous literature, can be verified for more problems.
In this article, nondegenerate necessary conditions of optimality are derived and discussed for the ...
In this paper, we provide first order necessary conditions of optimality for nonlinear control prob...
The degeneracy phenomenon in optimal control systems is investigated. The new version of Pontryagin'...
For optimal control problems involving ordinary differential equations and functional inequality sta...
Artigo em fase de publicaçãoWe address necessary conditions of optimality (NCO), in the form of a m...
The main purpose of necessary conditions of optimality (NCO) is, given an optimization problem, to s...
The main purpose of necessary conditions of optimality (NCO) is, given an optimizationproblem, to se...
Necessary conditions of optimality (NCO) play an important role in optimization problems. They are t...
Recent research in necessary conditions for optimization problems has pursued two main directions. O...
In this paper we study the degeneracy phenomenon arising in optimal control problems with state cons...
International audienceIn this paper we investigate normal and nondegenerate forms of the maximum pri...
A new method to prove non-degenerate optimality conditions in optimal control problems with state co...
AbstractStandard versions of the maximum principle for optimal control problems with pathwise state ...
Necessary conditions of optimality in the form of Unmaximized Inclusions (UI) are derived for optima...
AbstractOptimality conditions are derived in the form of a maximum principle governing solutions to ...
In this article, nondegenerate necessary conditions of optimality are derived and discussed for the ...
In this paper, we provide first order necessary conditions of optimality for nonlinear control prob...
The degeneracy phenomenon in optimal control systems is investigated. The new version of Pontryagin'...
For optimal control problems involving ordinary differential equations and functional inequality sta...
Artigo em fase de publicaçãoWe address necessary conditions of optimality (NCO), in the form of a m...
The main purpose of necessary conditions of optimality (NCO) is, given an optimization problem, to s...
The main purpose of necessary conditions of optimality (NCO) is, given an optimizationproblem, to se...
Necessary conditions of optimality (NCO) play an important role in optimization problems. They are t...
Recent research in necessary conditions for optimization problems has pursued two main directions. O...
In this paper we study the degeneracy phenomenon arising in optimal control problems with state cons...
International audienceIn this paper we investigate normal and nondegenerate forms of the maximum pri...
A new method to prove non-degenerate optimality conditions in optimal control problems with state co...
AbstractStandard versions of the maximum principle for optimal control problems with pathwise state ...
Necessary conditions of optimality in the form of Unmaximized Inclusions (UI) are derived for optima...
AbstractOptimality conditions are derived in the form of a maximum principle governing solutions to ...
In this article, nondegenerate necessary conditions of optimality are derived and discussed for the ...
In this paper, we provide first order necessary conditions of optimality for nonlinear control prob...
The degeneracy phenomenon in optimal control systems is investigated. The new version of Pontryagin'...