Displaying similar documents to “An application of semi-infinite linear programming: approximation of a continuous function by a polynomial”

Semi-infinite programming, differentiability and geometric programming: Part II

Abraham Charnes, William Wager Cooper, Kenneth O. Kortanek (1969)

Aplikace matematiky

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The authors deal with a certain specialization of their theory of duality on the case where the objective function is simple continuously differentiable and convex on the set K of the admissible solutions and the constraint functions defining K are continuously differentiable and concave. Further, a way is shown how to generalize the account to the case where the constraint functions of the problem are simple piecewise differentiable and concave. The obtained conditions can be considered...