扰动微分方程在优化约束问题中的应用

The Applications of Disturbed Differential Equations in Optimization Constraints

研究了扰动微分方程在优化约束问题中的应用，指出对某些类型的奇解扰动后不存在部分变量收敛到优化约束问题的可行点．

Discusses some application in constrained optimization about disturbed differential equations. For some odd solutions, there aren't part variables that converge to the feasible point of constrained optimization after disturbed.