[PDF] Top 20 Remarks on some recent fixed point theorems

... coincidence point) such that fx = gx, that is, F(x, x) = ...common fixed point, that is, there exists a unique u Î X such that u = gu = fu = F (u, ... See full document

... 2.1. Fixed point theorems for nonexpansive maps due to Browder 10, 11 and G ¨ohde 12 have been generalized in 6 ...multivalued fixed point theorems due to Reich 16, Iseki 17, ... See full document

... of some of the recent theorems on the ...existence theorems on coupled fixed points and omit the ...to point out that the conclusion of the uniqueness of coupled fixed ... See full document

... Firstly, we give a modified version of the collection of auxiliary functions in the follow- ing way. Let denote the set of all lower semi-continuous functions ψ : [, ∞) → [, ∞) such that ψ(t) =  ⇔ t = . The following ... See full document

... Recent literature on fixed point in fuzzy metric space can be viewed in [7, 14, 22].This paper presents some common fixed point theorems for more general commutative condition i.e, occa[r] ... See full document

... proved some fixed point theorems of contractive ...more fixed point results in cone metric spaces appeared in ...known fixed point result to cone metric spaces is ... See full document

... Sims, Fixed point theorems for contractive mapping in complete G -metric spaces, Fixed Point Theory Appl. Sims, Some remarks concerning D -metric spaces, Proceedings International C[r] ... See full document

... In some cases, when the contractive condition is of nonlinear type, the above strategy cannot be ...fixed point results on G-metric spaces from fixed point results on quasi-metric ...fixed point ... See full document

... 6. Rakotch, E: A note on α -locally contractive mappings. Bull. Res. Counc. Isr. 40, 188-191 (1962) 7. Jungck, G: Local radial contractions - a counter-example. Houst. J. Math. 8, 501-506 (1982) 8. Tan, KK: Fixed ... See full document

... In , Jachymski and Jóźwik [] proved that the classes S and are equivalent. Re- garding this result, we state the following fixed point theorems on G-metric spaces. Theorem . Let (X, ) be an ordered ... See full document

... common fixed point theorems for a finite family of discontinuous and noncommutative single-valued functions defined in complete metric ...common fixed point theorem for two multivalued ... See full document

... of fixed point theorems in Banach ...via fixed point theorems in Banach ...using fixed point theorems under certain ...derived some fixed ... See full document

... [5] Jin-Xuan Fang, On fixed point theorems in fuzzy metric spaces, Fuzzy Sets and System, 46 (1992), 107-113. [6] Kramosil .I and Michalek .J, Fuzzy metric and statistical metric spaces, Kybernetica, ... See full document

... studies some fixed point theorems for non expansive mapping in such ...paper, some fixed point theorems and a common fixed point theorem is ... See full document

... Hence pairs (A, S) and (B, T) share property (E.A.). Also A(X) = T(X) = {0, 1} and B(X) = S(X) = {0, 2} are a closed subset of X. Moreover, pairs (A, S) and (B, T) are weakly compatible. Thus all the conditions f the ... See full document

... new fixed-circle theorems for self-mappings on S-metric ...recall some basic facts and give new examples of S-metric spaces. We draw some circles on these new S-metric spaces ...investigate ... See full document

... fixed point theorems on partial metric space, which was defined by ...fixed point theorems proved on such spaces by using Picard iteration ... See full document

... Kirk investigated asymptotic contraction in metric spaces. Particularly, the work of Khan et al., in [1] initiated the study of a new category of fixed point theorems. Furthermore, contractive types ... See full document

... The preceding may suggest to the reader that any metric space fixed point theorem for commuting mappings obtained by using contractive conditions" can be generalized by substituting the [r] ... See full document

... The fixed point theorems in metric spaces are playing a major role to construct methods in mathematics to solve problems in applied mathematics and ...understandable. Some generalizations of ... See full document