[PDF] Top 20 Fixed Points of Weakly Compatible Maps Satisfying a General Contractive Condition of Integral Type

... a weakly commuting pair if and only if d(ASx,SAx) ≤ d(Ax, Sx) for all x ∈ ...common fixed point theorems of weakly commuting mappings ...common fixed point theorems using this concept ...are ... See full document

... all fixed points of T, then it is said to have property ...used fixed point theorem in all of analysis. Branciari 1 obtained a fixed point theorem for a mapping satisfying an analogue ... See full document

... some fixed point results for mappings satisfying an integral-type contractive condition are obtained in ...of integral type are still Meir-Keeler ...generalized ... See full document

... a fixed point result for a single mapping satisfying an analogue of Banach’s contraction principle for an integral-type ...following fixed point theorem for weakly ... See full document

... common fixed points of weakly compatible mappings, we often require the assumption of completeness of the space or subspace or continuity of mappings involved besides some contractive ... See full document

... G., Compatible mappings and fixed points, ...Common fixed points of self maps satisfying an integral type contractive condition in ... See full document

... of weakly compatible ...common fixed point ...E.A maps contains the class of noncompatible ...studied contractive conditions of integral type, giving an integral ... See full document

... Recently, Azam et al. [1] introduced complex-valued metric space which is more general than classical metric space. Sastry et al. [2] proved that every complex-valued metric space is metrizable and hence is not ... See full document

... for compatible mapping satisfying a contractive condition of integral type”, International Journal of Mathematical Archive ...“Common fixed point theorem of two mappings ... See full document

... proved fixed point theorems for two self-maps under contractive con- dition of integral type in metric ...of weakly compatible mappings satisfying a general ... See full document

... so that there is no number c ∈ [0, 1) such that d(Sx,T y) ≤ cd(x, y) for x, y ∈ O(1) and x = T y. Therefore, [2, Theorem 3.1] cannot be used. On the other hand, the hypotheses of Lemma 1 are satisfied. To see this, it ... See full document

... a fixed point result for a mapping satisfying an integral-type inequality which is indeed an analogue of contraction mapping ...various fixed point theorems employing relatively more ... See full document

... viz weakly commuting [], compatible [], weakly compatible ...fixed points of hybrid mappings the (single-valued and multi-valued) mappings under consideration satisfy either the com- ... See full document

... the contractive-type conditions are very important in the study a fixed point ...of fixed points for contractive-type mapping was the well-known Banach-Caccioppoli theorem ... See full document

... Yaoyao [14] gave intuitionistic fuzzy version of the definition of symmetric spaces. Definition 2.5. [14] A 3- tuple (X, M, N) is called intuitionistic fuzzy symmetric space if X is an arbitrary set and M, N are fuzzy ... See full document

... The motivation of introducing the probabilistic metric space is the fact that in many situations the distance between two points is inexact rather than a single real number. But when the uncertainty is due to ... See full document

... of fixed point theorems for fourcompatible, weakly compatible and occasionally weakly compatible mapping of integral type in modular metric spaces and generalized the ... See full document

... In this article, we utilize the notions of the property ( E.A. ) and common property ( E. A. ) in the setting of modified intuitionistic fuzzy metric spaces to prove a result interrelating the property ( E.A. ) with ... See full document

... Jungck’s fixed point theorem for commuting mappings by mean of the concepts of altering distance functions and compatible pair of mappings, as well as, by using contractive inequalities of ... See full document

... Dr. Bhavana Deshpande is professor of Mathematics in Department of Mathematics of Govt. P. G. Arts and Science College, Ratlam (MP), India. She has 30 years of teaching experience of teaching undergraduate and ... See full document