Minimum principle type necessary optimality conditions with equality constraints: preliminary results
Riccardo Cambini · CINECA IRIS Institutial research information system (University of Pisa) · 1999
The minimum principle first order necessary optimality conditions are the fundamental optimality conditions in optimal control theory. The aim of this paper is to deep on the study of such a kind of necesasry optimality conditions by means of the image space approach; the results known in the literature will be generalized to the vector case and extended for nondifferentiable functions; even in the scalar case and under differentiability hypothesis some new results will be also stated.