VOLUME GROWTH, DE RHAM COHOMOLOGY, AND THE HIGSON COMPACTIFICATION STEVE FERRY Abstract. We construct a variant of (real) DeRham cohomology and apply it to prove that the integral cohomology of the Higson compactificatio - Compactification - Document - PDFSEARCH.IO

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	VOLUME GROWTH, DE RHAM COHOMOLOGY, AND THE HIGSON COMPACTIFICATION STEVE FERRY Abstract. We construct a variant of (real) DeRham cohomology and apply it to prove that the integral cohomology of the Higson compactificatio Add to Reading List Document Date: 2014-02-26 15:52:40 Open Document File Size: 160,48 KB Share Result on Facebook City New York / Piscataway / / / Facility Rutgers University / / Organization Department of Mathematics / Rutgers University / / Person Shmuel Weinberger / John Roe / Nigel Higson / Harley Flanders / Jonathan Block / James Keesling / / Position author / representative / / ProvinceOrState New York / New Jersey / / SocialTag Cohomology theories Differential forms Homological algebra De Rham cohomology Homology theory Closed and exact differential forms Čech cohomology Compactification Motive Abstract algebra

VOLUME GROWTH, DE RHAM COHOMOLOGY, AND THE HIGSON COMPACTIFICATION STEVE FERRY Abstract. We construct a variant of (real) DeRham cohomology and apply it to prove that the integral cohomology of the Higson compactificatioAdd to Reading List