Results 231 to 238 of about 11,175 (238)
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The δ-normality of F σ -sets in the fell topology
Mathematical Notes, 2012All topological spaces considered in this paper are assumed to be Hausdorff. By an ordinal we understand the set of all smaller ordinals, and by a cardinal, an initial ordinal. The notation and terminology not explained below are the same as in the book [1].
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On the argmin-sets of stochastic processes and their distributional convergence in Fell-type-topologies [PDF]
Kybernetika, 2011 Summary: Let \(\epsilon-\)Argmin(Z) be the collection of all \(\epsilon \)-optimal solutions for a stochastic process Z with locally bounded trajectories defined on a topological space. For sequences \((Z_{n})\) of such stochastic processes and \((\epsilon _{n})\) of nonnegative random variables we give sufficient conditions for the (closed) random ...
Ferger, Dietmar
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Weak Containment and the Fell Topology
Graduate Texts in MathematicsManfred Einsiedler +2 more
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Fell topologies for AF-algebras and the quantum propinquity
Journal of Operator Theory, 2019We introduce a topology on the ideal space of any C∗-inductive limit built by an inverse limit of topologies and produce conditions for when this topology agrees with the Fell topology. With this topology, we impart criteria for when convergence of ideals of an AF-algebra can provide convergence of quotients in the quantum Gromov--Hausdorff propinquity
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Topological classification of function spaces with the Fell topology II
Topology and Its Applications, 2015Zhongqiang Yang
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Topological classification of function spaces with the Fell topology IV
Topology and Its Applications, 2017Hanbiao Yang, Zhongqiang Yang
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Topological classification of function spaces with the Fell topology III
Topology and Its Applications, 2016Zhongqiang Yang, Liangzhi Chen
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