G-completeness and M-competeness in fuzzy metric spaces: A note on a common fixed point theorem

被引：0

作者：

S. Kumar

D. Miheţ

机构：

[1] CIET,Faculty of Mathematics and Computer Science

[2] NCERT,undefined

[3] West University of Timişoara,undefined

来源：

Acta Mathematica Hungarica | 2010年 / 126卷

关键词：

fuzzy metric space; common fixed point; -completeness; 54E70; Secondary 54H25;

D O I：

暂无

中图分类号：

学科分类号：

摘要：

In the recent paper of this journal [7], a common fixed point theorem in G-complete fuzzy metric spaces under the t-norm Min was proved. We show that this theorem actually holds in more general situations.

引用

页码：253 / 257

页数：4

共 15 条

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[2] Veermani P.(1983)Fixed points in fuzzy metric spaces Fuzzy Sets and Systems 27 385-389
[3] Grabiec M.(2002)On fixed point theorems in fuzzy metric spaces Fuzzy Sets and Systems 125 245-252
[4] Gregori V.(1996)Common fixed points for noncontinuous nonself mappings on nonmetric spaces Far East J. Math. Sci. 4 199-212
[5] Sapena A.(1975)Fuzzy metric and statistical metric spaces Kybernetika 11 326-334
[6] Jungck G.(2008)Common fixed point theorems for expansion mappings in various spaces Acta Math. Hungar. 118 9-28
[7] Kramosil I.(2005)On the existence and the uniqueness of fixed points of Sehgal contractions Fuzzy Sets and Systems 156 135-141
[8] Michalek J.(2008)Fuzzy Fuzzy Sets and Systems 159 739-744
[9] Kumar S.(1972)-contractive mappings in non-Archimedean fuzzy metric spaces Math. System Theory 6 97-102
[10] Miheţ D.(2003)Fixed points of contraction mappings on PM-spaces Fuzzy Sets and Systems 135 409-413

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