$b$-Metric-Like
Solution of fractional differential equations in quasi b metric and b metric like spaces
... Solution of fractional differential equations in quasi b metric and b metric like spaces Afshari Advances in Difference Equations (2019) 2019 285 https //doi org/10 1186/s13662 019 2227 9 R E V I E W[.] ...
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Suzuki-type fixed point theorem in b-metric-like spaces and its application to integral equations
... partial metric spaces. The notion of b-metric space was established by Bakhtin [3] and Czerwik ...in b-metric spaces (see [6], [8], [9], [10], [11], [13], [14], ...of ...
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Fixed point and coupled fixed point theorems on b metric like spaces
... of b-metric-like space which generalizes the notions of partial metric space, metric-like space and b-metric ...a b-metric-like space as well ...
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Fixed point theorems of LW-type Lipschitz cyclic mappings in complete B-metric-like spaces
... The research of Fixed Point Theorems (FPTs) plays an important role in nonlinear analysis. It is of great theoretical significance and profound application value to study general abstract theory in a B- ...
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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 fixed point results involving a general LW-type cyclic mapping in complete b-metric-like spaces
... a b-metric-like space, called it as a general LW-type cyclic ...in b-metric-like ...in b-metric-like ...
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Some generalizations for \((\alpha - \psi,\phi )\)-contractions in b-metric-like spaces and an application
... a metric fixed point theory to generalized structures have received much ...are b-metric spaces introduced by Bakhtin [] (and later extensively used by Czerwik []), partial metric spaces by ...
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Fixed points of generalized Meir-Keeler contraction mappings in b-metric-like spaces
... In this paper, we introduce the notion of generalized Meir-Keeler contraction mappings in the setup of b-metric-like spaces. Then we establish some fixed point results for this class of contractions. ...
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Common fixed point theorems for \((T,g) {F}\) contraction in b metric like spaces
... in metric spaces is an important tool in non- linear analysis, many authors have been devoting in generalizing metric spaces and the Ba- nach contraction mapping ...generalized metric spaces were in- ...
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Some fixed point results on quasi b metric like spaces
... Corollary . Let (X, ) be a partially ordered set (which does not contain an infinite totally unordered subset), and d be a b-metric-like on X with constant s ≥ such that (X, d) is complete. Let f ...
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Some results in quasi b metric like spaces
... In this paper, inspired by Definitions . and ., we define a quasi-b-metric-like which generalizes the quasi-metric-like and b-metric-like. Furthermore, we ...
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Some fixed point theorems in b-metric-like spaces
... In this work, some fixed point and common fixed point theorems are investigated in b-metric-like spaces. Some of our results generalize related results in the literature. Also, some examples and an ...
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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 that T : X → X ...
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Best proximity points and stability results for controlled proximal contractive set valued mappings
... Pompeiu-Hausdorff metric- ...of b-metric-like spaces and then to prove some results on best proximity points and stability for controlled proximal contractions, so generalizing the very recent ...
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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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Some extensions for Geragthy type contractive mappings
... Corollary . Let (X, ) be a partially ordered set (which does not contain an infinite totally unordered subset) and d be a b-metric-like on X with constant s ≥ such that (X, d) is complete. Let T ...
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3. Relation-theoretic contraction principle in metric-like spaces
... In 1994, Matthews [22] initiated the concept of partial metric space and also established Banach contraction principle in such spaces. In recent years, a multitude of metrical fixed point theorems were extended to ...
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Positive Semidefinite Metric Learning Using Boosting-like Algorithms
... Mahalanobis metric for clustering using convex ...a metric by maintaining consistency in data’s neighborhood and keep a large margin at the boundaries of different ...distance metric learning ...
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Dissipative Spherical Gravitational Collapse of Isotropic Fluid
... interior metric is in separable form and the model seems to be physical- ly and thermodynamically sound as it corresponds to well-behaved nature for fluid density, isotropic pressure and radiation flux density ...
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DRANKULA: a McEliece-like rank metric based cryptosystem implementation
... rank metric sub- mitted to the first round of the NIST post-quantum cryptography standardization com- petition (NIST, ...rank metric quasi-cyclic ...rank- metric scheme for which the authors provide ...
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