求解拟可微方程组的非精确牛顿法

AN INEXACT NEWTON ALGORITHM FOR SOLVING QUASIDIFFEREN TIABLE EQUATIONS

本文首次给出拟可微方程的非精确牛顿算法 ,其适定性是基于广义的 Kakutani不动点定理得到的 。

In this paper,for the first time,we propose an inexact Newton algorithm for solving quasidifferentiable equations.It is shown that the sequence generated by this algorithm is locally covergent with linear covergence rate.