[PDF] Top 20 Naturaleza de La Educación Física

... the fixed point by generalizing the fixed point theorems in Complete Metric ...of fixed points of Selfmappings satisfying contractive conditions which is one of the ... See full document

... prove Unique fixed point theorems for self-maps satisfying some contractive type ...mapping theorems states that a strict contraction on a complete Metric Space has ... See full document

... The concept of soft sets was first given by Molodtsov [1] soft sets was new mathematical idea to solve problems. Molodtsov[1] defines soft set as a parameterized family of subsets of whole set where each element is ... See full document

... fuzzy metric in different ...fuzzy metric space defined by Park [8] is a generalization of fuzzy metric space due to George and Veeramani ...Fuzzy Metric space, as Park ... See full document

... common fixed points in fuzzy metric spaces, ...Fuzzy metric statistical metric spaces, Kybernetica 11(1975), ...Common fixed point of maps in fuzzy metric space, ... See full document

... fuzzy metric space. In 1988, Mariusz Grabiec [4] extended fixed point theorem of banach and eldestien to fuzzy metric spaces in the sense of Kramosil and Michalek ...fuzzy metric ... See full document

... common fixed point theorem for a pair of mappings in an intuitionistic fuzzy metric space using the joint common limit in the range property of mappings called (JCLR) ...Fuzzy metric ... See full document

... of metric spaces that recovers a large class of topological spaces including standard metric spaces, b-metric spaces, dislocated metric spaces, and modular ...known fixed point ... See full document

... Some new coincidence point and fixed point theorems for multivalued mappings in complete metric space are proved.. KEY WORDS AND PHRASES: Multivalued mapping, coincidence point, and fixe[r] ... See full document

... generalized metric spaces, Mustafa and Sim (6,7) introduced the concept of G- metric ...several fixed point theorems satisfying different contractive ...cone metric spaces ... See full document

... fuzzy metric spaces for using this concept we have proved the results on fixed point in compact fuzzy metric spaces for two self mappings without using the iteration ... See full document

... The concept of standard metric spaces is a fundamental tool in topology, functional anal- ysis and nonlinear analysis. This structure has attracted a considerable attention from mathematicians because of the ... See full document

... fixed point theorems have been considered by many au- thors (see, ...fixed point theory of a cyclic mapping with certain properties in the context of metric-like ... See full document

... 2-fuzzy metric space X, ...same point of coincidence and AB = BA, BP = PB, AP = PA, PQ = QP, PB = BP, QB = BQ then for all f, g ∈ ℱX, q ∈ 0,1, t > 0 ... See full document

... generalized metric spaces and extend some well-known related fixed point theorems that recovers a large class of topological spaces including standard metric spaces, b-metric ... See full document

... fuzzy metric space was considered in the sense of Kramosil and Mich´alek and was complete in Grabiec’s ...common fixed point theorem for a sequence of mapping in a fuzzy metric ... See full document

... Later, several authors established many fixed point results for self mappings in G-metric spaces under certain contractions. Then the following statements are equivalent[r] ... See full document

... a complete linear metric space X satisfying the condition ...a unique common fixed point if and only if A = ∩{T K n : n ∈ N } = ... See full document

... established fixed point theorems in complete metric ...the fixed point results of (α, ψ)- contractive maps generalize Banach contraction ... See full document

... or point to set map ...Banach fixed Dolhare, 2016) to multi- valued map which plays an important and vital role in the theory of variational inequalities, control theory, fractal geometry & differential ... See full document