[PDF] Top 20 2. Common Fixed Point Theorems for JS- Contractions

... decades, fixed point theory become a distinguished mathe- matical theory which is a pretty mixture of analysis, topology, and ...into fixed point problems, for example, the existence of ... See full document

... fixed point is unique. For converse, if a common fixed point of f and g is unique, then the set of common fixed points of f and g is singleton, and thus g-well ... See full document

... of fixed point in partially ordered sets has been considered recently in ...existence theorems for fuzzy differential ...some fixed point theorems for a mixed mono- tone mapping ... See full document

... The existence application potential of fixed point theory in various fields resulted in sever- al generalizations of the metric spaces. One such generalization is Menger space initiated by Menger. It was ... See full document

... In 1966 , Sehgal [2] initiated the study of contraction mapping theorem in PM- space. Altun and Turkoglu [3] proved two common fixed point theorems on complete PM- space with an ... See full document

... 2 Common fixed point theorems for the generalized k-ordered contraction In this section, we give the generalized k-ordered contraction in noncommutative Banach spaces, and prove some ... See full document

... The concept of fuzzy set was introduced by Zadeh in 1965 [1]. Ten year later, in 1975, Kramosil and Michalek introduced the notion of fuzzy metric space [2] and George and Veeramani modified the concept in 1994 ... See full document

... fixed point theorems on metric spaces to cone metric ...fixed point results in cone metric spaces can be obtained by reducing them to their standard metric counterparts; for example, see ...fixed ... See full document

... unique fixed point, provided that the metric space (X , d) is ...These contractions can be employed in metric spaces, 2-metric spaces and b 2 -metric spaces;see[2, Lemma ... See full document

... a common fixed point theorem for two, four and six mappings in fuzzy 2-banach space by using compatibility of type A, compatibility of type P and implicit ...fuzzy 2-banach ... See full document

... the common property ...a point of coincidence each. Further, A, B, S and T have a unique common fixed point provided that both the pairs A, S and B, T are weakly ... See full document

... unique fixed point in complete metric spaces Banach 2, Kannan 3 and every quasicontractive mapping has a unique fixed point in Banach spaces ´ Ciri´c 4, Rhoades ...unique fixed ... See full document

... multivalued contractions in complete metric spaces are introduced, and the conditions guaranteeing the existence of fixed points for the multivalued contractions are ...few fixed point ... See full document

... fixed point, provided that (X, d) is a complete metric ...[], JS- contraction [], and JS-Ćirić contraction [] have been introduced, and many interesting generalizations of the Banach contraction ... See full document

... Chen, Some new fixed point theorems for set-valued contractions in complete metric spaces, Fixed Point Theory Appl. Liu, Common fixed point theorems for sequences of Φ -type contraction [r] ... See full document

... It is observed by many authors that the contraction condition in a metric space may be exactly translated into a probabilistic metric space endowed with min norms. Sehgal and Bharucha-Reid [] obtained a generalization ... See full document

... Veeramani 2, 3 gave the concept of fuzzy metric space and defined a Hausdorff topology on this fuzzy metric space which have very important applications in quantum particle physics particularly in connection with ... See full document

... Recently the authors have introduced the notion of a weak S-metric p on a S-metric space . Akram et.al have defined a class A of functions : → , where =[0,∞). In this paper we consider a new class of pairs of self maps ... See full document

... fixed point theory by finding the fixed point(s) of self-mappings or nonself-mappings defined on several ambient spaces and satisfying a variety of ...fixed point theorems only a few have practical ... See full document

... a fixed point of T ...one fixed point. Indeed, if x ∗ , y ∗ ∈ X be two distinct fixed points of T, that is, T x ∗ = x ∗ 6= y ∗ = T y ∗ , then d(x ∗ , y ∗ ) > ...1 2 d(x ∗ , T ... See full document