[PDF] Top 20 Faintly compatible mappings and common fixed points

... of common fixed points of commuting continuous self-maps of a compact convex set had remained an open problem for a fairly long ...a common fixed point. Thus, the study of common fixed ... See full document

... [Faintly compatible mappings and common fixed points, fixed point theory and applications, 2013, ...and common fixed point theorems under ´ Ciri´ c type ... See full document

... α-compatible mappings of type (P) in metric space (X, d), which is equivalent to the concept of α-compatible mappings and as well as α-compatible mappings of type (A) under ... See full document

... continuous mappings satisfying f T x ∈ PB p (X ) for all x ∈ X . If the mappings f and T are such that H p (T f x, f T x) ≤ p( f x, T x) for all x ∈ X and satisfy conditions ( i ) and ( ii ) of the Theorem ... See full document

... proved fixed point theorems for contractive map in Modular ...of fixed points converge to the fixed points in a weaker sense as compared to metric ...some fixed point results in ... See full document

... fuzzy mappings satisfying Edelstein, Alber and Guerr-Delabriere type contractive conditions in a metric linear ...fuzzy mappings under Edelstein locally contractive conditions on a compact metric space with ... See full document

... of common fixed point of mappings satisfying contractive type conditions has been a very active field of research activity during the last two ...a fixed point theorem using Lipschitz type ... See full document

... H(A,B) = max sup{D(a,B) : a ∈ A}, sup{D(A,b) : b ∈ B} . (1.2) The space CB(X) is a metric space with respect to the above defined distance function H (see Kuratowski [7, page 214] and Berge [1, page 126]). Nadler [11] has ... See full document

... is compatible and each pair of compatible self-maps is weakly compatible, but the reverse is not true ...proved common fixed point theorems for a variety of commuting ... See full document

... tible mappings and utilized it to improve and generalize the commutativity conditions employed in common fixed point ...non-compatible mappings initiated by Pant ...the common ... See full document

... a common fixed point,a finite family of nonexpansive mappings and its extensions in Hilbert spaces or Banach spaces have been considered by several authors see 1–18 for more ... See full document

... a common fixed point of a finite family of strictly pseudocontractive mappings based on a viscosity approximation iterative ...of common fixed points are established in a real q-uniformly Banach ... See full document

... Remark 4.7. Theorem 4.6 extends Theorem 3.2 of [12] and Theorem 3.2 of [13]. Theorem 4.8. Let f ,g,s, and t be continuous and nearly densifying mappings from a complete metric space (X,d) into itself and G = {f ... See full document

... for sequences of fuzzy mappings which generalize the results in In this paper we define g-nonexpansive and g-nonexpansive type fuzzy mappings and show that a sequence of fuzzy mappings w[r] ... See full document

... set-valued mappings and of two single-valued mappings defined on a complete metric space, under a contractive condition and a weak commutativity concept... of the second author..[r] ... See full document

... of common fixed points for a compatible pair of selfmaps are ...of common fixed points for a pair of compatible mappings of type (B) and for a pair of compatible ... See full document

... Banach fixed-point theorem which provides a constructive method of finding fixed points and an essential tool for solution of some problems in mathematics and engineering and consequently has been ... See full document

... Abstract-- In the present paper we proved some fixed point theorems in random fuzzy metric spaces for integral type mappings using the concept of faintly compatible pair of mappings. ... See full document

... By using a compatibility condition due to Jungck we establish some common fixed point theorems for four mappings on complete and compact metric spaces These results also generalize a the[r] ... See full document

... 2 ( , ) + ( , ) (2) If one of ( ), ( ), ( ), is a closed subset of , then { , } and { , } have a unique point of coincidence in . Moreover, if { , } and { , } are weakly compatible, then , , and have a unique ... See full document