[PDF] Top 20 12. A Fixed Point Theorem Via Generalized $W$-distance

... Proof. Proof is similar to that of Lemma 1 [5] and we left it. Theorem 3.1. Let (X, d) be a complete metric space, let p be a generalized w- distance of order j on X and let T be a mapping ... See full document

... common fixed point theorem in – fuzzy metric spaces with property ...as generalized fuzzy metric space or – fuzzy metric space was given by Singh and Chouhan ...proved fixed ... See full document

... fixed point theorem in metric spaces. J. Fixed Point Theory ...M: Fixed point theory for cyclic Berinde operators. Fixed Point Theory 12, 419-428 (2011) ... See full document

... studied fixed point and common fixed point for weak and generalized weak contraction ...common fixed point theorems for weakly compatible mappings satisfying a (ψ−ϕ)-weak ... See full document

... coupled fixed point theorems which has attracted the attention of many researchers ...common fixed point theorems for these mappings in ordered metric ... See full document

... Remark 1.2. For suitable and appropriate choices of the mappings T, A, N, η, a and b, one can obtain various new and previously known variational inequality problems and variational-like inequality problems in [1, 2, 3, ... See full document

... type fixed point theorem due to Park 12, we establish existence theorems of solutions for systems of generalized quasivariational inclusion problems, systems of variational equations, ... See full document

... a generalized fuzzy metric which is the extension of a fuzzy ...this generalized fuzzy metric, which is a generalization of the contraction of Banach type (introduced by M ... See full document

... fixed point theorem to the study of the dynamical behavior of a three dimensional Boussinesq system with the temperature-dependent viscosity and thermal diffusivity under smooth external ... See full document

... unique fixed point, that is T(u) = u for some u Î ...the fixed point result for multi-valued contraction maps, which in turn is a generalization of the Banach con- traction ... See full document

... Proof We find that the completeness of the metric space (X, d) implies α-completeness. Therefore, by using Theorem ., we obtain the desired result. Theorem . Let (X, d) be a complete metric space, α : X ... See full document

... As studied in Theorem KST, it is more practical to put an assumption on the dominated function ψ than to put one on the mapping T itself. In this section, we discuss Theo- rems OK and OK where the functions ϕ ... See full document

... Remark 2.1. (i) Theorem 2.1 is a generalization of Theorem 2.2 [10] with correction in the proof. The part of proof showing that the limit of the sequence of iterations is a random fixed point ... See full document

... common fixed point theorem for a pair of contractive type mappings involving rational expressions which is a generalization of the classical Banach fixed point ...the fixed ... See full document

... 19. S. L. Singh, S. N. Mishra, Renu Chugh and Raj Kamal, General common fixed point theorems and applications, J. Appl. Math.,Vol. 2012, Article ID 902312, 14 pages 20. S. L. Singh and S. N. Mishra, ... See full document

... with fixed point theory in such ...a point need not be equal to ...For fixed point theory in dislocated metric spaces, see [8] and references ...new generalized metric spaces ... See full document

... a fixed point theorem for generalized quasi-contractions of D*-metric spaces have been ...been generalized by Brian Fisher [1]. Analogously we define generalized ... See full document

... the fixed point result using this ...his Theorem 1 does not extend to more general contractive definitions in metric ...the fixed point theory in standard metric spaces but also have ... See full document

... Remark  It is obvious that if φ is a Meir-Keeler function then φ(t) < t for all t > . Later on, Jachymski proved in [] the following interesting result and showed that both Boyd and Wong’s fixed point ... See full document

... of generalized altering distance function to prove the following new fixed point theorem of generalized contraction mappings in a complete metric space endowed with a partial ... See full document