Results 281 to 290 of about 100,988 (312)
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On the topology of stable causality
General Relativity and Gravitation, 1989According to the authors a subset A of a space-time is called C-convex iff every causal curve between points of A lies entirely in A. Similarly the notion of stable C-convexity is introduced. They characterize the property of a space-time to be (locally or globally) strongly causal or stably causal in terms of these sets.
Aguirre-Dabán, E. +1 more
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Stable Neutrosophic Crisp Topological Space
International Journal of Neutrosophic ScienceThe significance and influence of neutrosophic crisp set theory in numerous scientific domains, particularly topology, led us to construct a new definition of topology based on neutrosophic crisp sets, allowing us to regulate its key mathematical ideas. Therefore, we constructed this definition and dubbed it stable neutrosophic crisp topology, where we
Doaa Doaa, L. A. A. Al Al-Swidi
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The stable topology for residuated lattices
Soft Computing, 2012zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Buşneag, Cătălin, Piciu, Dana
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On globally stable singular truss topologies
Structural and Multidisciplinary Optimization, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Stable elements in topological algebras
2014Im Jahre 1996 stellte der britische Mathematiker Graham R. Allan in einem mathematischen Artikel die Frage, ob stets das Produkt stabiler Elemente wieder stabil ist, wobei die Stabilität die Lösbarkeit eines gewissen unendlichen Gleichungssystems beschreibt.
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A More Topologically Stable ISOMAP Algorithm
Journal of Software, 2007The success of ISOMAP depends greatly on being able to choose a suitable neighborhood size, however, it is still an open problem how to do this effectively. Based on the fact that “short circuit” edges pass the area with the relatively lower local densities, this paper presents a new variant of ISOMAP, i.e.
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Stable topological type of finite mapgerms
1995Abstract This chapter forms a companion to chapter 7. Its objective is to classify a substantial class of germs up to some convenient equivalence relation (contact equivalence, alias 𝒦-equivalence, where this is feasible) and then to re-examine the classification from the viewpoint of ST-equivalence.
Andrew Du Plessis, Terry Wall
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Non-Hermitian topology and exceptional-point geometries
Nature Reviews Physics, 2022Kun Ding, Chen Fang, Guancong
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