淮北师范大学学报：自然科学版
淮北師範大學學報：自然科學版
회북사범대학학보：자연과학판
Journal of Huaibei Coal Industry Teachers College(Natural Science edition)
2012年
1期
16-18
,共3页
互补问题%非李普希茨连续%非精确牛顿方法
互補問題%非李普希茨連續%非精確牛頓方法
호보문제%비리보희자련속%비정학우돈방법
cornplemenlarity problems%non - Lipsehitzian continuous%inexact Newton method
文章考虑一类非李普希茨连续互补问题。综合运用FB和CHKS光滑互补函数将非李普希茨连续互 问题转化为与之等价的光滑方程组，利用非精确牛顿方法求解该方程组，建立一种求解非李普希茨连续互补问她的非精确算法。
文章攷慮一類非李普希茨連續互補問題。綜閤運用FB和CHKS光滑互補函數將非李普希茨連續互 問題轉化為與之等價的光滑方程組，利用非精確牛頓方法求解該方程組，建立一種求解非李普希茨連續互補問她的非精確算法。
문장고필일류비리보희자련속호보문제。종합운용FB화CHKS광활호보함수장비리보희자련속호 문제전화위여지등개적광활방정조，이용비정학우돈방법구해해방정조，건립일충구해비리보희자련속호보문저적비정학산법。
We consider a class of complementarity problems which are not Lipschitzian continuous. In this paper we reformulate this problem into a Lipschitzian continuous complementarity problem by using FB and CHKS smoothing NCP function. The proposed algorithm is shown to be global convergence and local super-linear convergence under a mild assumption.
