摘要
求解非线性方程组的 Smale 方法是一个稳定的整体牛顿方法,但是,由于Smale 边界条件不易验证也不易满足,至使在实际应用中常遇到障碍。本文给出了Smale 方法在对称矩阵广义特征值问题中的一个应用。
The Smale mothod solving the nonlinear systems of equations is a
steady global Nowton mothods,But it is difficuld to verify and Satisfy
thn Smale boundary conditions,Therfor,the Smale mothod often meet
wtihdifficulty in the practial application.In this paper,we give a
application of Smale mothod in the generalized eigenvalue problem.
