Common Fixed Point and Invariant Approximation Results for Gregus TypeI-Contractions
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Publication:5452409
DOI10.1080/01630560701563842zbMath1140.47043OpenAlexW2040216708MaRDI QIDQ5452409
Gerald F. Jungck, Nawab Hussain, Billy E. Rhoades
Publication date: 4 April 2008
Published in: Numerical Functional Analysis and Optimization (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1080/01630560701563842
common fixed pointinvariant approximationcoincidence pointweakly compatible maps\(C_q\)-commuting maps
Related Items (4)
Common fixed points and invariant approximation for Gregus type contraction mappings ⋮ Common fixed points in best approximation for Banach operator pairs with Ćirić type \(I\)-contractions ⋮ Cascade search principle and its applications to the coincidence problems of \(n\) one-valued or multi-valued mappings ⋮ Approximation of coincidence points and common fixed points of a collection of mappings of metric spaces
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- An application of a fixed-point theorem to approximation theory
- Common fixed points and best approximation
- Generalized \(I\)-contractions and pointwise \(R\)-subweakly commuting maps
- Noncommuting selfmaps and invariant approximations
- Common fixed point theorems for compatible self-maps of Hausdorff topological spaces
- Common fixed point and invariant approximation results for noncommuting generalized \((f,g)\)-nonexpansive maps
- Invariant Approximations for GeneralizedI-Contractions
- Invariant approximations and \(R\)-subweakly commuting maps
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