Sufficient conditions for a strong relative minimum in an optimal control problem
On the basis of Young's method [see \textit{L. C. Young}, Lectures on the calculus of variations and optimal control theory (1969; Zbl 0177.37801)], sufficient conditions for a strong relative minimum in an optimal control problem are given. Young's method generalizes geodesic coverings and the simplest Hilbert integral from the standard variational calculus. This paper carries Young's method over to nonparametric problems.
sufficient conditions for a strong relative minimum
scientific article; zbMATH DE number 3911153