B-metric-like space
Suzuki-type fixed point theorem in b-metric-like spaces and its application to integral equations
... of metric-like ...of b-metric-like space and establish certain results as ...partial metric space; metric-like space; b-metric ...
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A new common fixed point theorem in ordered b-metric-like spaces
... of b-metric spaces was introduced and studied by Bakhtin [11] and Czer- wik ...of metric-like ...of b-metric-like spaces. Since the b-metric-like ...
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Some results in quasi b metric like spaces
... quasi-b-metric-like space. Definition . A quasi-b-metric-like on a nonempty set X is a function b : X × X → [, +∞) such that for all x, y, z ∈ X and a constant s ...
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Fixed Point Results for $\alpha -\psi -\varphi -$ Contractive Type Mappings in $b$-Metric-Like Spaces
... Now, we establish the α − ψ − ϕ-contractive type mapping on b-metric-like space. Definition 4. Let (X , ς) be a b-metric-like space with coefficient κ ≥ 1. We say ...
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Some fixed point theorems in b-metric-like spaces
... it implies that D(u, v) = and so u = v, this means that T has a unique fixed point. In Theorem ., taking ϕ(t) = t s – λt with < λ < s , we can get the following corollary. Corollary . Let (X, D) be a ...
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Fixed point and coupled fixed point theorems on b metric like spaces
... of metric spaces in the ...partial metric space and proved that the Banach contraction mapping theorem can be generalized to the partial metric context for applications in program ...partial ...
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Some fixed point results on quasi b metric like spaces
... t ∗ > such that ψ(t ∗ ) ≥ t ∗ , then we have ψ (t ∗ ) ≥ ψ(t ∗ ) ≥ t ∗ (since ψ is increasing). Con- tinuing in the same manner, we get ψ n (t ∗ ) ≥ t ∗ > , n ∈ N . This contradicts Lemma .. Definition . Let ...
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Best proximity points and stability results for controlled proximal contractive set valued mappings
... In this paper, we introduce first the concept of a Pompeiu-Hausdorff b-metric-like space. We also establish some best proximity points and stability results for controlled proximal contractive ...
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Fixed point results for fuzzy mappings in a b-metric space
... dislocated metric space (metric-like space) (see [18, 19]) is a generalization of partial metric space (see ...in b-metric ...dislocated ...
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Coupled fixed point theorems in \(C^{*}\)-algebra-valued b-metric spaces with application
... introduced b-metric space as a generalization of metric ...generalized b-metric spaces such as b-metric-like spaces [], quasi-b- metric spaces ...
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Implementation Of Soft Fixed Point Theorems With B-Metric Space
... operations like the restricted union, the restricted intersection, the restricted difference and the extended intersection of two soft sets and said emphasis mainly on their basic ...concepts like ...
5
Common fixed point results in function weighted metric spaces
... first metric fixed point results in the setting of complete normed ...modular metric space, symmetric space, semi-metric space, quasi-metric space, partial ...
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Common fixed point results for generalized contraction mappings in b - metric space
... methods like Newton-Raphson method, establishing Picard’s existence theorem, existence of solution of integral equations and a system of linear ...complete metric space and also called it Banach ...
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Fixed Point Results on $b$-Metric Space via Picard Sequences and $b$-Simulation Functions
... a b-metric space. Let X be a non-empty set. If (X, d, b) is a b-metric space and (X, ) is a partially ordered set, then (X, d, b, ) is called an ordered ...
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On the Metric of Space Time
... flat space-times whose metric de- pends upon the value of the group ...the metric is Minkowski’s. If it is non-zero, the metric is not Poincare invariant and local frequencies of electro- ...
8
A note on cone b-metric and its related results: generalizations or equivalence?
... Remark . We notice that a cone metric space (in short, CMS), introduced by Huang and Zhang [], is a special case of TVS-CMS. Indeed, the authors [] considered E as a real Banach space instead of ...
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Fixed Point Theorems for Occasionally Weakly Compatible Mappings in Semi-Metric Space
... This is contradiction. Therefore, we have ) <. Hence, ) is the unique common fixed point of AB, TS, P and 6. Finally, we need to show that) is only the common fixed point of mappings , , 4, 5, 0 and 6. If the pairs ...
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Fixed Point Theorems on Multi Valued Mappings in B Metric Spaces
... complete metric spaces. Later, Czerwik (1993, 1998) has come up with b-metrics which generalized usual metric ...and b-metric spaces (Alikhani et ...
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Some coupled fixed point theorems in two quasi-partial b-metric spaces with different coefficients
... partial metric spaces was introduced by Matthews [14] in 1994 who then further extended the banach contraction principle from metric spaces to partial metric ...partial metric spaces and ...
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New generalized pseudodistance and coincidence point theorem in a b-metric space
... a b-metric space, we introduce the concept of b-generalized pseudodistances which are the extension of ...this b-generalized pseudodistance, and the condition guaranteeing the exis- ...
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