Nonexpansive, 𝒯-continuous antirepresentations have common fixed points [PDF]
Wojciech Bartoszek
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Finding common fixed points of nonexpansive mappings by iteration [PDF]
Β. E. Rhoades
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On common fixed points of weakly commuting mappings and set-valued mappings
Our main theorem establishes the uniqueness of the common fixed point of two set-valued mappings and of two single-valued mappings defined on a complete metric space, under a contractive condition and a weak commutativity concept.
S. Sessa, B. Fisher
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Common fixed points versus invariant approximation for noncommutative mappings
The aim of this paper is to obtain common fixed points as invariant approximation for noncommuting two pairs of mappings. As consequences, our works generalize the recent works of Nashine [9] by weakening commutativity hypothesis and by increasing the ...
Hemant Kumar Nashine
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COMMON FIXED POINT THEOREMS BY ALTERING THE DISTANCES BETWEEN THE POINTS IN BOUNDED COMPLETE METRIC SPACES [PDF]
Mohamed Akkouchi
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Common Fixed Points of Weak Contractions in Cone Metric Spaces
Results on common fixed points of mappings in cone metric spaces under weak contractive conditions (B. S. Choudhury and N. Metiya (2010)) are unified and generalized.
Hui-Sheng Ding+3 more
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Common fixed points for ($ \kappa _{G_{m}} $)-contractions with applications
In this publication, our objective was to introduce and establish the concepts of $ \kappa _{G_{m}} $-contraction and generalized $ (\alpha, \kappa _{G_{m}}) $-contraction in complete $ G_{m} $-metric spaces, which led to the discovery of novel fixed ...
Jamshaid Ahmad +3 more
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Finding common fixed points of nonexpansive mappings by iteration: Corrigendum [PDF]
Β. E. Rhoades
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A common fixed point structure [PDF]
openaire +2 more sources
Common fixed points by a generalized iteration scheme with errors [PDF]
In this paper, we introduce a generalized iteration scheme with errors for convergence to common fixed points of two nonexpansive mappings. This scheme contains a wide variety of existing iteration schemes as its special cases.
Safeer Hussain Khan
doaj