[PDF] Top 20 Fixed points of multivalued mappings in partial metric spaces

... of multivalued functions has advanced in a variety of ...of multivalued map- pings started with the work of Nadler [], who proved that a multivalued contractive map- ping of a complete metric ... See full document

... Partial metric spaces were introduced by Mathews [ 7 ] while studying denotational seman- tics in data flow ...networks. Partial metric spaces are generalization of the notion of ... See full document

... a partial metric space as a part of the study of denotational semantics of data for networks, showing that the contraction mapping principle can be generalized to the partial met- ric context for ... See full document

... continuous mappings. Kannan [] proved fixed point theorems for mappings which are not necessarily ...characterizes metric completeness by using a different type of contractive ...are ... See full document

... In this paper, we study some xed point theorems in quasi partial metric spaces using expansive mappings. Also, we derive some common xed point theorems for two compatible mappings in ... See full document

... of partial metric space and obtained a Banach-type fixed point theorem on complete partial metric ...new mappings with a contractive iterate at a point in partial metric ... See full document

... in metric spaces with a graph instead of partial ...to multivalued mappings, but their extension was not carried correctly (see ...fixed points for multivalued ... See full document

... a metric-like space, as a generalization of a partial metric space, we mean a pair (X , σ ), where X is a nonempty set and σ : X × X → R satisfies all of the conditions of a metric except that ... See full document

... Let X be a metric space. Recall that a mapping f : X → X is said to be quasi-nonexpansive if dfx, p ≤ dx, p for all x ∈ X and p ∈ Fixf . In this case, we will assume that Fixf / ∅. In 17, Chaoha and Phon-on showed ... See full document

... The aim of this paper is to present two new coupled fixed point theorems for two multi- valued mappings in the fuzzy metric space. The idea of the present paper originates from the study of an analogous ... See full document

... of partial metric spaces and ob- tained various fixed point ...between partial metric spaces and the so-called weightable quasi-metric spaces, and proved a ... See full document

... In 2008, Kikkawa and Suzuki 6 partially extended Theorem 1.2 to multivalued mappings. Theorem 1.3 see 6. Define a strictly decreasing function η from 0, 1 onto 1/2, 1 by ηr 1/1 r . Let X, d be a complete ... See full document

... CAT(0) spaces was first studied by Kirk ...a fixed point. Since then the fixed point theory for single-valued and multivalued mappings in CAT(0) spaces has been rapidly developed ... See full document

... in partial metric spaces Mizoguchi and Takahashi's con- tractive condition ...common fixed points of two distinct ...common fixed point of two distinct mappings on a ... See full document

... and multivalued mappings in a D-metric space satisfying a con- traction condition more general than that given in Dhage [1, 2, 3, 4, 5, 7] and Rhoades ...D-metric spaces and include ... See full document

... in fixed point of modular ...modular metric space generated by F-modular and developed the theory of this space [8], on the same idea was defined the notion of a modular on an arbitrary set and developed ... See full document

... common fixed points for a family of commuting asymptotic pointwise nonexpansive ...of fixed points for multivalued mappings happens under very weak conditions if we are working ... See full document

... fies any of the contractive conditions studied so far by authors. They also noted that these classes of maps have another interesting property of some existing maps considered re- cently by authors (see, e.g., [, –, ... See full document

... The first purpose of the paper is to establish criteria for the existence of common stationary points of commuting mappings F and G of (X,d) into B(X). The second purpose of the paper is to prove common ... See full document

... cone metric space such that P is strongly minihedral and continuous, and let T : X → N(X) be a multivalued mapping and φ : X → E be a mapping bounded from ... See full document