[PDF] Top 20 Fixed point theorems for d complete topological spaces I

... Before proving more theorems, we give the definitions of some of the special d-complete topological spaces we had in mind when we formulated the results of this paper.. We define a topol[r] ... See full document

... of complete partial metric ...metric spaces and obtained many useful fixed point results in these spaces (see [28, 18, 24, 3, 1, 12, 13] and references ... See full document

... Fixed point theorems are given for non-self maps and pairs of non-self maps defined on d-complete topological spaces... KEY WORDS AND PHRASES.[r] ... See full document

... of complete D-metric spaces are given in which every convergent sequence has at most two limits and in which there are convergent sequences with exactly two ...a complete D-metric space ... See full document

... a fixed point of ...a fixed point is generally called a fixed point ...Certain fixed point theorems were proved for self maps of metrizable ... See full document

... KEY WORDS AND PIIRASES: Fixed point, complete metric space, compact metric space 1991 AMS SUBJECT CLASSHZICATION CODES: 54FI25.. The following related fixed point theorem was proved in ][r] ... See full document

... fixed point theorem in a complete metric space which generalizes the Banach contraction ...a complete metric space has a common fixed ...(X, d) be a complete metric space and let S and T ... See full document

... applied fixed point result in many branches of mathematics and it was generalized in many different directions (see ...metric spaces as follows (see ... See full document

... In the papers [–], the authors studied fixed point theorems for multivalued map- pings in cone metric spaces. Seong and Jong [] invented the generalized Hausdorff distance in a cone metric space ... See full document

... Fixed point theorems for multi-valued mappings in complete metric spaces, Math.. Common fixed points of two mappings, Pacific J.[r] ... See full document

... Then FixT / ∅ provided a real-valued function g on X, gx dx, T x is lower semicontinuous. Note that Theorem 1.3 generalizes Nadler’s contraction principle and Theorem 1.2. Most recently, Ciric 4 obtained some interesting ... See full document

... Hausdorff topological space X has relatively compact proper orbits, then g has a fixed ...common fixed point with every continuous self-map f of X which is nontrivially compatible with g ... See full document

... normed spaces and cones have applications in applied mathematics, for instance, in using Newton’s approximation method 1–4 and in optimization theory ...K-normed spaces were introduced in the mid-20th ... See full document

... a fixed point for cyclic generalized weakly contractive mappings as well as for cyclic F -contraction mappings in metric ...Xue, Fixed point theo- rems for generalized weakly contractive ... See full document

... In fixed point theory, one of the main directions of investigation concerns the study of the fixed point property in topological ...a topological space X is said to have the ... See full document

... [7]. M. Frigon, “On continuation methods for contractive and non-expansive mappings, Recent advances in metric fixed point theory, Sevilla1995 , Universidad deSevilla, Sevilla, pp.19-30.1996. [8]. Shi ... See full document

... HADZIC, 01ga Common fixed point theorems for family of mappings in complete metric spaces.[r] ... 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

... Commuting, compatible, d-complete topological spaces, fixed points, pairs of mappings... 1991 SUBJECT CLASSIFICATION CODE.[r] ... See full document

... fixed point results under ( ψ , ϕ )-contractivity conditions in the framework of G ∗ -metric spaces, which are spaces that result from G-metric spaces (in the sense of Mustafa and Sims) ... See full document