Results 1 to 10 of about 55 (54)
Selection principles in hyperspaces with generalized Vietoris topologies
In [J. Korean Math. Soc. 43, No.~5, 1099--1114 (2006; Zbl 1113.54006)] and [Topology Appl. 155, No.~17--18, 1947--1958 (2008; Zbl 1221.54004)], the authors investigated hyperspaces on a Čech closure space, in particular the question of what topologies could be considered as well as what results were still valid in this setting.
Mršević, Mila, Jelić, Milena
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Some generalized metric properties on hyperspaces with the Vietoris topology
We study the heredity of the classes of generalized metric spaces (for example, spaces with a $σ$-hereditarily closure-preserving $k$-network, spaces with a point-countable base, spaces with a base of countable order, spaces with a point-regular base, Nagata-spaces, $c$-semi-stratifiable spaces, $γ$-spaces, semi-metrizable spaces) to the hyperspaces of
Lin, Fucai, Shen, Rongxin, Liu, Chuan
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Generalized Gibbs Phase Rule and Multicriticality Applied to Magnetic Systems. [PDF]
Dias DA, Lima FWS, Plascak JA.
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The complex build algorithm to set up starting structures of lanthanoid complexes with stereochemical control for molecular modeling. [PDF]
Munguba GHL +3 more
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Logic of approximate entailment in quasimetric and in metric spaces. [PDF]
Vetterlein T.
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SPICE: discovery of phenotype-determining component interplays. [PDF]
Chen Z +6 more
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At the biological modeling and simulation frontier. [PDF]
Hunt CA +6 more
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Robot-assisted mapping of chemical reaction hyperspaces and networks. [PDF]
Jia Y +14 more
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Topologies of Hyperspaces (Problems and applications in General and Geometric Topology)
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