[PDF] Top 20 Generalized Fixed Point Theorems in Partial Metric Spaces
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Generalized Fixed Point Theorems in Partial Metric Spaces
... F (p T f u, Tu ) ≤ β F p Tu, T f u . (14) The inequality (14) is contradiction unless p Tu, T f u = 0. Thus, Tu = T f u. Also, T is one to one, we obtain f u = u. Thus we provide u ∈ X is a fixed point of f ... See full document
9
13. Remarks on coupled fixed point theorems in partially ordered metric spaces
... the fixed point theory, has been in the center of long lasting fascination among the mathematicians interested in many branches of mathematics, especially in nonlinear analysis (see ...ordered metric ... See full document
14
Fixed point theorems for contracting mappings in partial metric spaces
... For nondecreasing ϕ, Ćirić’s condition () is more general than (), and () is more general than condition (). All these conditions are used to prove that f has a fixed point. Let us note that ϕ() for ... See full document
16
Coupled common fixed point theorems for (ψ, φ)-contractive mixed monotone mappings in partially ordered G-metric spaces
... Theorem 3.4. Let (X, ≤) be a partially ordered set and suppose that there is a G-metric on X such that (X , G) is a complete G-metric space. Let F : X × X → X and g: X → X be two mappings such that F has ... See full document
17
Fixed Point Theorems for Monotone Mappings on Partial Metric Spaces
... of fixed points in partially ordered sets has been considered recently in 9, and some generalizations of the result of 9 are given in 10– 15 in a partial ordered metric ...on partial ordered ... See full document
10
Fixed point theorems of multi-valued and single-valued mappings in partial metric spaces
... of partial metric, where self- distance need not be equal to zero, as part of the study of denotational semantics of dataflow ...in partial metric ...Nadler’s fixed point theorem ... See full document
15
Common Fixed Point Theorems for Generalized Cyclic Contraction Pair in Partial B Metric Spaces
... of generalized cyclic contraction pair with transitive mapping in partial b-metric ...some fixed point theorems for this contraction ...(Fixed Point Theory App. ... See full document
5
Common Tripled Fixed Point Results for Hybrid Pair of Mappings under New Condition
... …xed point theorems for nonlinear contractive condition on intuitionistic fuzzy metric spaces with application to integral equations, Journal of the Korean Society of Mathe- matical ... See full document
15
1. Modified generalized weakly contractive and $F$-contraction mappings with fixed point results
... 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 ... See full document
9
Common fixed point theorems for generalized expansive mappings in partial b metric spaces and an application
... mappings. Then we establish some common fixed point results for such two new types of mappings in partial b-metric spaces. These results generalize and extend the main results of Karapınar et ... See full document
19
Fixed point theorems in generalized metric spaces with applications to computer science
... hand, partial metric spaces are a useful tool for solving practical problems that arise in several fields of computer science and, on the other hand, the scientific community has a growing interest in ... See full document
20
Some Fixed Point Theorems for Generalized Contractions in Metric Spaces with a Graph
... unique fixed point of f and we say that f is a Picard operator (PO). Let (X, d) be a metric space and ∆ denote the diagonal of the Carte- sian product X × X. Let G be a directed graph such that the ... See full document
14
Some Fixed Point Theorems in Complete v generalized Metric Spaces
... applied fixed point result in many branches of mathematics and it was generalized in many different directions (see ...-generalized metric spaces as follows (see ... See full document
5
Fixed Point Theorems for Ciric's and Generalized Contractions in b-Metric Spaces
... ∀ x, y ∈ X , where α, β ≥ 0 with kα + kβ < 1, then T has a unique fixed point. Proof. By putting µ = γ = 0 in Theorem(3.1) we get the required result. Corollary 3.3. Let (X, b) be a complete ... See full document
9
Some Common Fixed Point Theorems in Generalized Vector Metric Spaces
... (3) G(x, y, z) = G(x, z, y) = G(z, y, x) = · · · (symmetric in all three variables). Example 2.2. A Riesz space E is a vector G−metric space with G : E × E × E → E defined by G(x, y, z) = |x − y| + |y − z| + |z − ... See full document
7
Fixed Point Theorems in Generalized M-Fuzzy Metric Spaces and its Applications
... fuzzy metric space in different ...fuzzy metric space introduced by Kramosil and Michalek and defined a Hausdorff topology on this fuzzy metric ... See full document
7
Unique fixed point theorems on generalized cone metric spaces
... of generalized metric spaces, Mustafa and Sim (6,7) introduced the concept of G- metric ...several fixed point theorems satisfying different contractive ...cone ... See full document
8
Generalized probabilistic metric spaces and fixed point theorems
... of metric spaces and proposed a generalization of metric spaces called Menger probabilistic metric spaces (briefly, Menger ... See full document
15
Coupled Fixed Point Theorems on Bipolar Metric Spaces
... coupled fixed point theorems, which can be considered as gener- alizations of Banach fixed point theorem, are extended to bipolar metric ...these theorems are ... See full document
13
On Multi-Valued Weakly Picard Operators in Hausdorff Metric-Like Spaces
... of partial metric spaces was introduced by Matthews [8] in 1994 as a part to study the denotational semantics of dataflow networks which play an important role in constructing models in the theory of ... See full document
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