Displaying similar documents to “On inverse limits of (2k+m+1)-disk bundle maps”

Locallyn-Connected Compacta and UV n -Maps

V. Valov (2015)

Analysis and Geometry in Metric Spaces

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We provide a machinery for transferring some properties of metrizable ANR-spaces to metrizable LCn-spaces. As a result, we show that for completely metrizable spaces the properties ALCn, LCn and WLCn coincide to each other. We also provide the following spectral characterizations of ALCn and celllike compacta: A compactum X is ALCn if and only if X is the limit space of a σ-complete inverse system S = {Xα , pβ α , α < β < τ} consisting of compact metrizable LCn-spaces Xα such that...

The Bellaterra connection.

Jaak Peetre (1993)

Publicacions Matemàtiques

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A new object is introduced - the "Fischer bundle". It is, formally speaking, an Hermitean bundle of infinite rank over a bounded symmetric domain whose fibers are Hilbert spaces whose elements can be realized as entire analytic functions square integrable with respect to a Gaussian measure ("Fischer spaces"). The definition was inspired by our previous work on the "Fock bundle". An even more general framework is indicated, which allows one to look upon the two concepts from a unified...

s-Fibrations

L. Husch, J. Stoughton (1980)

Fundamenta Mathematicae

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The sudoku bundle

Peter Wilson (2010)

Zpravodaj Československého sdružení uživatelů TeXu

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The sudoku bundle provides a coordinated set of packages for displaying, solving, and generating Sudoku puzzles. This article describes some of the internal aspects of the packages.