Quasi-Partial Metric space
α-\((\psi,\phi)\) Contractive mappings on quasi-partial metric spaces
... Proof It is sufficient to take L = in Corollary .. Corollary . Let (X, q) be a complete quasi-partial metric space. Let T : X → X be a self-mapping. Suppose that there exist k ∈ [, ), L ...
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Some common tripled fixed point theorems in two quasi-partial b-metric spaces
... in partial metric ...in quasi-partial metric ...two quasi-partial metric ...on quasi- partial b-metric ...two quasi-partial ...
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Quasi-partial b-metric spaces and some related fixed point theorems
... the metric space can be obtained as a partial-metric space by replacing the condition d(x, x) = with the condition d(x, x) ≤ d(x, y) for all x, y in the definition of the ...
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Vol 7, No 10 (2016)
... a quasi-partial metric ...a quasi-partial metric space X is said to be an α -right-regular if for every sequence {𝑥𝑥 𝑛𝑛 } in X such that 𝛼𝛼(𝑥𝑥 𝑛𝑛 , 𝑥𝑥 𝑛𝑛+1 ) ≥ 1 for all n ...
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Some coupled fixed point theorems in two quasi-partial b-metric spaces with different coefficients
... the partial b-metric ...of Quasi-partial b-metric space [10] and proved fixed point theorem on ...on Quasi-partial b-metric spaces ...of ...
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Some coupled fixed point theorems in quasi-partial metric spaces
... and g have a unique common coupled fixed point of the form (u, u). Corollary . Let (X, q) be a quasi-partial metric space, g : X → X and F : X × X → X be two mappings. Suppose that there ...
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A version of coupled fixed point theorems on quasi-partial b-metric spaces
... Theorem 4.1. Let (X , qp b ) be a complete quasi-partial b-metric space and let F : X × X → X , g : X → X be two mappings. Suppose that there exists a function φ : gX → R + such that qp b (gx, ...
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New results on the Baire partial quasi-metric space, fixed point theory and asymptoticcomplexity analysis for recursive programs
... complexity space was introduced in order to provide the complexity class of those recursive algorithms with run- ning time satisfying the recurrence equation ...a quasi-metric fixed-point technique ...
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Fixed point theorems for weak ψ-quasi contractions on a generalized metric space with partial order
... Example 3.8. Let X = {1, 1 2 , 1 3 , ....} ∪ {0}. Define x y if x ≥ y and D : X × X → [0, ∞] be given by D(1,x) = D(x, 1) = ∞ if x = 0 or 1 n for some n, D(x, y) = |x − y| otherwise.Then (X , D) is a generalized ...
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PARTIAL CONE METRIC SPACE AND SOME FIXED POINT THEOREMS
... Partial metric space was originally developed by Matthews ([7], [8]) to provide mecha- nism generalizing metric space ...of partial metric space as a part of the ...
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$C$-class and $F(\psi,\varphi)$-contractions on $M$-metric spaces
... of metric space was introduced by Fr´ echet [3] in ...of metric space such as pseudo metric space, quasi metric space, semi metric spaces and ...
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5. Fixed points of multivalued mappings in dualistic partial metric spaces
... of metric spaces expressed the most important role to many fields both in pure and applied science such as biology, medicine, physics and computer ...a metric space have been proposed by some ...
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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, ...
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On p-h Points and Completeness Property of a Partial Metric Space
... of partial metric spaces, which allow non-zero self-distance, was introduced as a generalization of metric spaces by Matthews [14] in 1994 where he gave a generalization of Banach’s contraction ...
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Vol 3, No 1 (2012)
... G-metric space, Non-Archimedean metric space and Fuzzy metric space, we introduce the concept of non-Archimedean G-fuzzy metric space and obtain two common fixed ...
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Fixed points of multivalued mappings in partial metric spaces
... a partial metric space and obtained a Banach-type fixed point theorem on complete partial metric ...in partial metric ...in partial metric ...some ...
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Weak contractive integral inequalities and fixed points in modular metric spaces
... fuzzy metric space and ex- tended fixed point theorems of Banach and Edelstein in such ...fuzzy metric space introduced by Kramosil and ...
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Dislocated quasi-b-metric spaces and fixed point theorems for cyclic contractions
... complete metric space, at least one of (i), (ii), (iii) and (iv) holds, then it has a unique fixed point ...of quasi-metric spaces was introduced by Wilson [] in as a generalization of ...
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Some common tripled fixed point results in two quasi-partial metric spaces
... In this paper, we establish some new common tripled fixed point theorems for mappings defined on a set equipped with two quasi-partial metrics. We also provide illustrative examples in support of our new ...
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An unified theorem for mappings in orbitally complete partial metric spaces
... Quite recently, the method is used in the study of fixed points for mappings satisfying a contractive condition of integral type, in fuzzy metric spaces, probabilistic metric spaces, intuitionistic ...
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