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Numerical algorithm for solving mathematical programming problems with a smooth surface as a constraint

机译:求解以光滑表面为约束条件的数学编程问题的数值算法

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摘要

A numerical algorithm for minimizing a convex function on a smooth surface is proposed. The algorithm is based on reducing the original problem to a sequence of convex programming problems. Necessary extremum conditions are examined, and the convergence of the algorithm is analyzed.
机译:提出了最小化光滑表面上凸函数的数值算法。该算法基于将原始问题简化为一系列凸规划问题。检查必要的极值条件,并分析算法的收敛性。

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