The direct methods of calculus were used to analyze the optimal control problems for some nonlocal differential equations. The problems involved functional-differential equations with argument deviation. The relaxation of a variational problem involving a local functional was reduced to some well-known convexification of the integrand. It was found that the proposed technique could be efficiently used for the treatment of T-convergence problems for optimal control settings.
Optimal control problems for some nonlocal differential equations
Stepanov E.
2001-01-01
Abstract
The direct methods of calculus were used to analyze the optimal control problems for some nonlocal differential equations. The problems involved functional-differential equations with argument deviation. The relaxation of a variational problem involving a local functional was reduced to some well-known convexification of the integrand. It was found that the proposed technique could be efficiently used for the treatment of T-convergence problems for optimal control settings.File in questo prodotto:
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