This model is based on the limit state design philosophy. This paper adopts the chance constraint programming method and changes the model into an equal deterministic nonlinear design problem.
该模型以极限状态设计方法为基础，采用机遇约束规划方法变换为一个等价确定性非线性规划问题。
A deterministic optimization algorithm is proposed for a class of multiplicative programming problems which arise in many fields such as transportation, management, economy and other fields.
对广泛应用于交通、管理、经济等领域中的一类多乘积规划问题给出一确定性优化算法。
We start by covering deterministic and stochastic dynamic optimization using dynamic programming analysis.
我们会以使用动态规划分析来处理确定及随机的动态最适化作为开始。
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