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Employing Locally Finitely T-Transitive Binary Relations to Prove Coincidence Theorems for Nonlinear Contractions

机译：在局部有限的T型转化二元关系中采用基于非线性收缩的巧合定理

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Mohammad Arif; Idrees A. Khan; Mohammad Imdad; Aftab Alam;
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年度 2020
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1. Employing Locally Finitely T-Transitive Binary Relations to Prove Coincidence Theorems for Nonlinear Contractions [J] . Mohammad Arif, Idrees A. Khan, Mohammad Imdad, Journal of Function Spaces and Applications . 2020,第1期

机译：在局部有限的T型转化二元关系中采用基于非线性收缩的巧合定理
2. Employing Locally Finitely -Transitive Binary Relations to Prove Coincidence Theorems for Nonlinear Contractions [J] . Mohammad Arif, Idrees A. Khan, Mohammad Imdad, Journal of Function Spaces . 2020,第1期

机译：采用局部有限的二元关系，证明非线性收缩的巧合定理
3. Metrical fixed point theorems via locally finitely T-transitive binary relations under certain control functions [J] . Aftab Alam, Mohammad Arif, Mohammad Imdad Miskolc Mathematical Notes . 2019,第1期

机译：在某些控制函数下通过局部有限T-传递二元关系的度量不动点定理
4. Aggregating non-finite families of T-transitive relations [C] . J. Jacas, J. Recasens Conference of the European Society for Fuzzy Logic and Technology;International Conference in Fuzzy Logic and Technology . 2003

机译：聚合非有限家族的T-及物关系
5. FIXED POINT THEOREMS IN NONLINEAR FUNCTIONAL ANALYSIS: CONDENSING MAPPINGS AND LOCAL STRONG PSEUDO-CONTRACTIONS. [D] . MORALES CELIS, CLAUDIO HUGO. 1980

机译：非线性函数分析中的不动点定理：压缩映射和局部强伪压缩。
6. RELATION OF THE THEORY OF CERTAIN TRINOMIAL EQUATIONS IN A FINITE FIELD TO FERMATS LAST THEOREM [O] . H. S. Vandiver 1955

机译：有限域中某些三项方程组理论与费马最后定理的关系
7. Nonlinear contractions in metric spaces under locally T-transitive binary relations [O] . Alam, Aftab, Imdad, Mohammad 2016

机译：局部T-传递下度量空间中的非线性收缩二元关系

Employing Locally Finitely T-Transitive Binary Relations to Prove Coincidence Theorems for Nonlinear Contractions

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