关于广义c-距离和公共不动点结果的弱相容映射

IF 0.1 Q4 MATHEMATICS Cogent mathematics & statistics Pub Date : 2020-01-01 DOI:10.1080/25742558.2020.1833427
Reza Babaei, H. Rahimi, G. Soleimani Rad
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引用次数: 0

摘要

摘要本文考虑锥度量空间中关于广义距离的弱相容映射,得到了新的公共不动点定理。我们的结果提供了一个更一般的陈述,因为我们既不需要映射的连续性,也不需要锥的正规性。特别地,我们参考了M.Abbas和G.Jungck的结果[锥度量空间中无连续性的非交换映射的公共不动点结果,J.Math.Anal.Appl.341(2008)416–420]。给出了一些推论和例子来支持本文所证明的主要结果。
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Weakly compatible mappings with respect to a generalized c-distance and common fixed point results
Abstract In this paper, we consider weakly compatible mappings with respect to a generalized -distance in cone -metric spaces and obtain new common fixed-point theorems. Our results provide a more general statement, since we need not to nor the continuity of mappings and nor the normality of cone. In particular, we refer to the results of M. Abbas and G. Jungck [Common fixed point results for non-commuting mappings without continuity in cone metric spaces, J. Math. Anal. Appl. 341 (2008) 416–420]. Some corollaries and examples are presented to support the main result proved herein.
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On roman domination number of functigraph and its complement Weakly compatible mappings with respect to a generalized c-distance and common fixed point results On W-contractions of Jungck-Ćirić-Wardowski-type in metric spaces Some compactness results by elliptic operators Yamabe solitons on 3-dimensional cosymplectic manifolds
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