[PDF] Top 20 Implementation Of Soft Fixed Point Theorems With B-Metric Space

... (i) ̃ ≤ ̃, if ̃ (e) ≤ ̃ (e), for all e ∈ A. (ii) ̃ ≥ ̃, if ̃ (e) ≥ ̃ (e), for all e ∈ A. (iii) ̃ < ̃, if ̃ (e) < ̃ (e), for all e ∈ A. (iv) ̃ > ̃, if ̃ (e) > ̃ (e), for all e ∈ A. Definition 2.5: The ... See full document

... The object of this paper is to generalize this contraction by increasing the number of factors in it from five to ten. We involve two semicompatible self-maps in it, one of which is continuous. Further, the domain of x ... See full document

... to metric fixed point theory introduced so far is attributed to Jachymski ...graph metric space is introduced and studied the concepts of isometric function, Lipschitz condition, − ... See full document

... fixed point theory in different topological spaces, fuzzy metric space and random fixed point ...fixed point theory in various international journals of ... See full document

... Many other common fixed point results for two mappings, satisfying different types of rational inequalities in S-metric space can also be proved similarly.. Aliouche, A generalization o[r] ... See full document

... fuzzy metric space with the help of continuous t-norms and continuous ...fuzzy metric space with the help of continuous t–norms and continuous t-conorms as a generalization of fuzzy ... See full document

... complete metric space with ɗ and S and T be two self mapping then it is called conditionally commuting if they commutes on a nonempty subset of the set of coincidence points whenever the set of coincidence ... See full document

... By a similar proof as that given in [[6], Theorem 4] we can obtain the following theorem. Theorem 3.11. Let A be a nonempty subadmissible subset of a metric type space (X , D), C a nonempty subset of A such ... See full document

... presented soft topological spaces and they investigated some properties of soft topological ...about soft topological spaces were studied in ...of soft point is expressed by different ... See full document

... In 1922, Banach [2] proved contraction principle which provides a technique for solving exis- tence problems in many branches of mathematics such as mathematical analysis, computer sci- ences and engineering. ... See full document

... cone b-metric if every Cauchy sequence in X is ...to metric spaces, because in this case neither of the conditions of Lemmas - in [] ...cone metric is not continuous in the general case, ... See full document

... introduced b -metric space as a generalization of metric ...in b -metric spaces that generalized the famous contraction principle in metric ...cone metric ... See full document

... fuzzy metric space are established by Bhaskar and Lakshmikantham ...fixed point theorems, which can be used to discuss the existence and uniqueness of a solution for a periodic boundary value ... See full document

... In , Edelstein [] proved an important version of the Banach contraction principle. In , Suzuki [] improved the results of Banach and Edelstein (see also [, ]). In re- cent years, cyclic contraction and ... See full document

... common fixed point of A m and I r . Also Bz is a common fixed point of B n and J s ...common fixed point of A m , B n , I r and J s ... See full document

... of fixed point theory in metric ...of metric spaces ...and B. Sims [18] introduced the concept of G-metric space and proved some fixed point theorems ... 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

... generalized metric spaces and extend some well-known related fixed point theorems including Banach contraction principle, Ćirić’s fixed point theorem, a fixed point ... See full document

... Theorem 3.1 has been proved by using the concept of (CLRg) property which has been introduced in a recent work by Sintunavarat and Kumam [10]. They have shown that (CLRg) property is more general than the notion of ... See full document

... common fixed point theorems involving a collection of maps in fuzzy metric spaces require one of the mapping in compatible pair to be ...A, B, S or T to be ... See full document