[PDF] Top 20 1. A generalization of a theorem of Banarjee and Thakur to two weakly compatible pairs of self-map
Has 10000 "1. A generalization of a theorem of Banarjee and Thakur to two weakly compatible pairs of self-map" found on our website. Below are the top 20 most common "1. A generalization of a theorem of Banarjee and Thakur to two weakly compatible pairs of self-map".
1. A generalization of a theorem of Banarjee and Thakur to two weakly compatible pairs of self-map
... every compatible pair is weakly compatible and the completeness of T (X ) is included in the condition (b), Theorem A follows as a particular case of Theorem ... See full document
5
A Common Fixed Point Theorem for Two Pairs of Mappings in Dislocated Metric Space
... that self distance of a point needs not to be equal to ...point theorem for two pairs of weakly compatible mappings which generalize and extend the result of Brain Fisher ... See full document
7
Weakly Semi-Compatible Maps and Fixed Points in Non-Archimedean Menger PM-Space
... a generalization of the result of Cho et ...and theorem 3.1 is a generalization of the result of Sharma et ...the pairs of self maps has been restricted to weakly ... See full document
9
COMMON FIXED POINT RESULTS FOR W-COMPATIBLE MAPPINGS ALONG WITH (CLRST ) PROPERTY IN FUZZY METRIC SPACES
... for self mappings which contained the class of non-compatible mappings in metric ...for pairs of self ...point theorem for the pairs of weakly compatible mappings ... See full document
13
Common fixed point theorem for two weakly compatible self mappings in b-metric spaces
... a generalization of usual metric space and generalized the Banach contraction principle in the context of complete b-metric ...for two weakly compatible self mappings in complete b − ... See full document
9
Common Fixed Point Theorem in Sequentially Compact Intuitionistic Fuzzy Metric Spaces under Implicit Relations
... a generalization of fuzzy sets introduced by Zadeh [17], Atanassov [2] introduced the concept of intuitionistic fuzzy ...a generalization of fuzzy metric space due to Kramosil and Michalek[10] ...point ... See full document
8
Common fixed points of two pairs of selfmaps satisfying a contractive condition with rational expression
... of two pairs of selfmaps under the assumptions that these two pairs of maps are weakly compatible and satisfying a contractive condition involving rational expression in a ... See full document
23
A common fixed point theorem for weakly subsequentially continuous mappings satisfying implicit relation
... four self mappings a on X such for all x, y ∈ X we have: F ( d ( Sx, Ty ) , d ( Ax, By ) , d ( Ax, Sx ) , d ( By, Ty ) , d ( Ax, Ty ) , d ( By, Sx )) ≤ 0, ...the two pairs { A, S } and { B, T } are ... See full document
10
A Common Fixed Point Theorem For Two Weakly Compatible Pairs Of Self Maps On A Fuzzy Metric Space
... of compatible maps for a pair of self ...of weakly compatible maps in metric space and showed that every pair of compatible maps is weakly compatible but reverse is not ... See full document
8
A Generalized Common Fixed Point Theorem For Two Pairs Of Weakly Compatible Self-Maps
... Keywords: Compatible and compatible maps of type A, A- and S-Compatible maps, weakly compatible self-maps and common fixed point.. It is known that Definition 1 and Definition 2 are e[r] ... See full document
5
Common Fixed Point Theorems for Weakly Subsequentially Continuous Mappings in Modified Intuitionistic Fuzzy Metric Spaces
... of compatible mappings, Jungck and Roadhes [17] generalized the last concept to the weakly compatible mappings, which is weaken than the compatible ...for compatible mappings in such ... See full document
10
Common fixed point for six self maps in metric space
... 1.2 Weakly Compatible mappings [4]: Two self maps E and F of a metric space (X, d) are said to be weakly compatible if they commute at their coincidence point.. It is clear t[r] ... See full document
8
NON-SELF MAPPINGS UNDER COMMON LIMIT RANGE PROPERTY IN SYMMETRIC SPACES AND FIXED POINTS
... The classical Banach’s contraction principle given by S. Banach proved to be an effective tool which assures the existence and uniqueness of fixed points in complete metric spaces. Besides offer- ing a constructive ... See full document
12
Some Common Fixed Point Theorems Satisfying Meir Keeler Type Contractive Conditions
... remarkable generalization of Banach Contraction principle with the notion of weakly uniformly strict contraction which is famous as ( − δ ) contraction ...This theorem has also been generalized by ... See full document
13
Unique Common Fixed Point Theorem For Weakly Compatible Mappings In Digital Metric Space
... Boxer 1 produced the digital versions of the topological principles and later studied digital continuous ...point theorem for digital images and proposed the notion of a digital metric space and proved the ... See full document
8
ON GENERALIZATION OF WEIERSTRASS APPROXIMATION THEOREM FOR A GENERAL CLASS OF POLYNOMIALS AND GENERATING FUNCTIONS
... a generalization of the Weierstrass Approxima- tion Theorem for a general class of ...for two variable continuous function F (x, t) and prove that on a rectangle [a, b] × (−1, 1), a ≤ x ... See full document
7
ABSTRACT : The purpose of this paper is to obtain a common fixed point theorem for weakly compatible self-maps
... a generalization of fuzzy sets, Atanassov [14] introduced and studied the concept of intuitionistic fuzzy ...a generalization of fuzzy metric space , George and Veeramani [6] had showed that every metric ... See full document
7
Common Fixed Point Theorem for Six Selfmaps of a Complete G Metric Space
... In 1963, Gahler [1] [2] introduced 2-metric spaces and claimed them as gene- ralizations of metric spaces. But many researchers proved that there was no rela- tion between these two spaces. These ... See full document
9
Common fixed point for generalized weakly G-contraction mappings satisfying common (E.A) property in G-metric spaces
... generalized weakly G-contraction mapping of type A with respect to (R, S, T ...the pairs (f , R), (g, S) and (h, T ) have a common point of coincidence in X ... See full document
15
Common fixed points of generalized contraction maps in metric spaces
... In a similar way, under the assumption (ii), we can obtain the existence of common fixed point of A, B, S and T . Uniqueness of common fixed point follows from the inequality (3.1). Theorem 3.7. Let A, B, S and T ... See full document
34
Related subjects