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Theories of bundles with additional homotopy conditions

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arxiv 0804.1119 v3 pith:2RSIDJJA submitted 2008-04-07 math.KT math.AT

classification math.KTmath.AT
keywords bundlessomeconditionshomotopyspaceadditionalalgebrasclassifying
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abstract

In the present paper we study bundles equipped with extra homotopy conditions, in particular so-called simplicial $n$-bundles. It is shown that (under some condition) the classifying space of 1-bundles is the double coset space of some finite dimensional Lie group. We also establish some relation between our bundles and C*-algebras.

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  1. Entangling Topological Invariants

    quant-ph 2026-08 accept novelty 6.0 of 10

    A quantum occupied multiplet that factors locally over a sphere factors globally if and only if its second Chern number is divisible by the gcd of the two subsystem dimensions.

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