[PDF] Top 20 Some new fixed point theorems in rectangular metric spaces

... proved some common fixed point theorems for (ψ , F, α , β ) − weakly contractive mappings in rectangular metric spaces via new ...presented some common ... See full document

... of metric spaces by considering vector-valued metrics cone metrics with values in an ordered real Banach ...proved some fixed point theorems in cone metric spaces ... See full document

... In this paper, we continue the study of fixed point theorems in complex valued metric spaces. The obtained results are generalizations of recent results proved by Sintunavarat and Kumam [], ... See full document

... give some examples such that two weakly increasing mappings need not be ...common fixed point theorem for two weakly increasing operators in partially ordered metric spaces using ... See full document

... of metric spaces in the ...partial metric space as a part of the study of denota- tional semantics of dataflow ...fixed point theorems were investigated in partial spaces (see, ... See full document

... a new type of ...type fixed point theorems for a new type of generalized contractive conditions on partial Hausdorff metric ...Hausdorff metric spaces and on ... See full document

... Remark 1.12. The two maps f and g are said to be weaklycompatible if they satisfy condition 1.5. This concept was introduced by Huang and Zhang 3 and it is known to be the most general among all commutativity concepts in ... See full document

... Fixed point theory, which is an important branch modern mathematics, has been extensive- ly studied in different framework of ...that fixed point problems of nonlinear operators, which find a ... 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

... partial rectangular metric space. But it is neither rectangular metric space nor a partial metric ...a rectangular metric ... See full document

... a new generalized metric spaces and extend some well-known related fixed point theorems that recovers a large class of topological spaces including standard ... See full document

... Hence At = Bt = St = T t = t, i.e. t is a common fixed point of A, B, S, and T. We arrive at same conclusion if we assume that T (X) is a closed subset of X . Similar result can be obtained when we take ... See full document

... In [22] Luong and Thuan proved the following coupled fixed point theorem. Theorem 19. Let (X, d, ≤) be a partially ordered complete metric space. Let F : X × X → X be a mapping with the mixed ... See full document

... for some x in X . A cone metric space X is said to be complete if every Cauchy sequence in X is convergent in X ...cone metric space,E be a real Banach space and cone P ⊂ E, intP 6= φ ,{x n } be a ... See full document

... In this paper we first obtain generalisations of the existence part of the 2-metric space version of Theorem 1 for a pair of self-maps and the uniqueness part of the same for four self-maps on a 2-metric ... See full document

... From Remark . and Theorem . in [] we can deduce the following corollaries. Corollary . Let (X, D) be a complete metric space, and let T, f : X → X be two mappings such that T is continuous, one-to-one, and ... See full document

... such spaces. Note that, unlike many other generalizations of metric spaces introduced recently, -metric spaces are not topologically equivalent to metric spaces and there ... See full document

... in fixed point theory to explore applications of Cantor type theorems as new contour instead of following Picard iterative schemes in generalized metric spaces like non symmetric ... See full document

... Common fixed point theorems on expansion type mappings on complete metric spaces, Math____:.. Some fixed point theorems on expansion mappings, Math.[r] ... See full document

... coincidence point results for various classes of mappings in a metric ...cone metric space, where the set of real numbers is replaced by an ordered Banach space, and they have established some ... See full document