Results 301 to 310 of about 7,704,065 (318)
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Metric Spaces of Non-Positive Curvature
, 1999M. Bridson, A. Haefliger
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2020
The target of this paper is to induce a topology from a given $b_2$-metric and study the properties of the topology induced by this way. We first define the notion of $\varepsilon$-ball in $b_2$-metric spaces and consider the topology induced by a given $b_2$-metric via $\varepsilon$-balls.
GÜNER, Elif, AYGÜN, Halis
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The target of this paper is to induce a topology from a given $b_2$-metric and study the properties of the topology induced by this way. We first define the notion of $\varepsilon$-ball in $b_2$-metric spaces and consider the topology induced by a given $b_2$-metric via $\varepsilon$-balls.
GÜNER, Elif, AYGÜN, Halis
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Journal of Symbolic Logic, 1990
In the last years several research projects have been motivated by the problem of constructing the usual geometrical spaces by admitting “regions” and “inclusion” between regions as primitives and by defining the points as suitable sequences or classes of regions (for references see [2]).In this paper we propose and examine a system of axioms for the ...
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In the last years several research projects have been motivated by the problem of constructing the usual geometrical spaces by admitting “regions” and “inclusion” between regions as primitives and by defining the points as suitable sequences or classes of regions (for references see [2]).In this paper we propose and examine a system of axioms for the ...
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Metric Structures for Riemannian and Non-Riemannian Spaces
, 1999M. Gromov
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2003
This is a presentation without proofs of the key facts about the topology of Probabilistic Metric spaces, Probabilistic Normed spaces and Probabilistic Inner Product spaces.
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This is a presentation without proofs of the key facts about the topology of Probabilistic Metric spaces, Probabilistic Normed spaces and Probabilistic Inner Product spaces.
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Fixed point theorems in partially ordered metric spaces and applications
, 2006T. Bhaskar, V. Lakshmikantham
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Metric Spaces – Basic Concepts, Complete Metric Spaces
Concise Introduction to Basic Real Analysis, 2019H. Dutta, P. Natarajan, Y. Cho
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On relaxations of contraction constants and Caristi’s theorem in b-metric spaces
, 2016D. Nguyen, H. Vo
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