A unified generalization of two Halpern's fixed point theorems and applications

Mircea Balaj

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A unified generalization of two Halpern's fixed point theorems and applications

机译：两个Halpern不动点定理和应用的统一概括

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摘要

A unified generalization of two Halpern's fixed point theorems is given. It is then used to obtain a coincidence theorem and a minimax inequality.

机译：给出了两个Halpern不动点定理的统一概括。然后将其用于获得重合定理和极小极大不等式。

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来源
《Numerical Functional Analysis and Optimization》 |2002年第2期|共7页
作者
Mircea Balaj;
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原文格式 PDF
正文语种 eng
中图分类计算数学;
关键词
upper hemicontinuous map; inward and outward set; fixed point; coincidence point;

机译：上半连续图;向内和向外集;不动点;重合点;

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1. A unified generalization of two Halpern's fixed point theorems and applications [J] . Mircea Balaj Numerical Functional Analysis and Optimization . 2002,第1a2期

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3. A generalization of the caristi-kirk fixed point theorem and its applications to mapping theorems [J] . J. S. Bae, E. W. Cho, S. H. Yeom Journal of the Korean Mathematical Society . 1994,第1期

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8. A Further Generalization of the Kakutani Fixed Point Theorem, with Application to Nash Equilibrium Points [R] . Glicksberg, I. L. 1951

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A unified generalization of two Halpern's fixed point theorems and applications

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