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目标函数或约束条件为非线性函数的规划问题,称为非线性规划,在最优化设计中它是最为常见的数学形式.第一讲中所举的引例就是一个非线性规划的例子.非线性规划的数学模型一般表示为:
The objective function or constraint is the programming problem of nonlinear function, which is called nonlinear programming, which is the most common mathematical form in the optimal design. The example cited in the first lecture is an example of nonlinear programming. The mathematical model of the plan is generally expressed as: