摘要
利用方向导数、梯度及内积、二次型三种方法分别判别函数极值,通过二元函数求极值的方法介绍多元函数极值的求法.
This text makes use of a direction to lead a number,steps degree and inside accumulate,two types these three kinds of method distinguishes a function pole value respectively,the method which begs a pole a value through a 2 dollars function introduces diverse function to be worth vevy much of beg a method.
出处
《巢湖学院学报》
2010年第6期116-118,共3页
Journal of Chaohu University
关键词
多元函数
极值
方向导数
梯度
内积
二次型
正定矩阵
Several
Extreme value
Directional derivative
Gradien
Inner product
Qvariables uadratic form
Positive definite matrix.