In this paper, a smooth approximation-BFGS method for solving inequality constrained nonlinear programming is presented.
本文对不等式约束非线性规划提出一种光滑逼近- BFGS法。
Numerical examples give evidence that these conditions can effectively control form of surface in smooth approximation for implicit algebraic surfaces.
数值例说明这些保凸条件在隐式曲面光滑逼近中能有效地控制曲面。
应用推荐