Fixed Point Theorems For Weakly Compatible Maps Under E.a. Property In Fuzzy 2-metric Spaces

Abstract

In this paper, we introduce E.A. property on fuzzy 2-metric spaces and prove common fixed point theorem for a pair of weakly compatible maps under E.A. property on fuzzy 2-metric spaces.

Common Fixed Point For Affine Self Maps Invariant Approximation In P-normed Spaces

“…Recently, Latif [9] has obtained the following result on common fixed point in best approximations, which generalize and extend the recent study of AL-Thagafi [1], N. Hussain, M.A.Kutbi [5], etc. M. Abbas and J. Kyu kim [8] obtained common fixed point and invariant approximation results.…”

Common Fixed Point Theorems for Four Weakly Compatible Self Maps Along with (CLR) Property in Fuzzy 2-Metric Spaces

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In this paper, we prove some common fixed point theorems for four weakly compatible self-maps along with ( ) property in fuzzy 2-metric spaces. Our results are the improved version of the theorems proved by Shojaei et al [1] in 2013, since our results does not require closedness of ranges of subsets of .

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Common Fixed Point Results For R - Weakly Commuting Mappings In Generalized Fuzzy Metric Spaces

“…The main purpose of this modification is to introduce some desirable topological properties such as Hausdroff property. For more detail, one can refers to papers [1], [2], [7], [12] and [17]. Fixed point results were discussed in modified ℳ-fuzzy metric spaces defined in the sense of Sedghi and Shobe [10].…”