Results 21 to 30 of about 3,669 (222)
Selection games on hyperspaces [PDF]
In this paper we connect selection principles on a topological space to corresponding selection principles on one of its hyperspaces. We unify techniques and generalize theorems from the known results about selection principles for common hyperspace constructions. This includes results of Lj.D.R. Kočinac, Z. Li, and others.
Caruvana, Christopher, Holshouser, Jared
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On hyperspaces of polyhedra [PDF]
Let Q = [ −
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Theories and Mechanics of Hyperspace Metric within the framework of Special Theory of Relativity (STR) and General Theory of Relativity ...
Nghi C. Nguyen
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In this article, we investigate the notion of setwise betweenness, a concept introduced by P. Bankston as a generalisation of pointwise betweenness. In the context of continua, we say that a subset C of a continuum X is between distinct points a and b of
Qays R. Shakir
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CL(R) is simply connected under the Vietoris topology
In this paper we present a proof by construction that the hyperspace CL(R) of closed, nonemtpy subsets of R is simply connected under the Vietoris topology. This is useful in considering the convergence of time scales.
N.C. Esty
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Geometry of hyperspace vectors.
Geometry of hyperspace vectors.
Thomas D. Schneider (7610045)
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Dynamical property of hyperspace on uniform space
First, we introduce the concepts of equicontinuity, expansivity , ergodic shadowing property, and chain transitivity in uniform space. Second, we study the dynamical properties of equicontinuity, expansivity , ergodic shadowing property, and chain ...
Ji Zhanjiang
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A functional representation of superextension monad and linked system monad [PDF]
A functional representation of inclusion hyperspace monad was constructed in [1]. The inclu- sion hyperspace monad contains as submonads such important monads as the superextension monad and linked system monad.
I. Peregniak, T. Radul
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The development of informationization and intelligentization prompts Internet developing toward a new era. A deep fusion among cyber space, physical space, social space, and thinking space brings a quaternionic cyber-physical-social-thinking hyperspace ...
Huansheng Ning +6 more
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