关于正项几何规划的对偶规则

On the Dual Programming of Posynomical Geometric Programming

本文利用著名的 Lagrange 函数理论直接地建立了正项几何规划的对偶规划,而没有利用算术——几何不等式及(h一Φ))凸函数理论。

The dual programming of posynomical geometric programming isderived directly by means of the famous Lagrangian function theoryinstead of the arithmetic geometric inequality as well as the(h—Φ)convex function theory.