THE FUNDAMENTAL GROUP AND BROUWER’S FIXED POINT THEOREM AMANDA BOWER Abstract. The fundamental group is an invariant of topological spaces that measures the contractibility of loops. This project studies the fundamenta - Personal space - Document - PDFSEARCH.IO

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	THE FUNDAMENTAL GROUP AND BROUWER’S FIXED POINT THEOREM AMANDA BOWER Abstract. The fundamental group is an invariant of topological spaces that measures the contractibility of loops. This project studies the fundamenta Add to Reading List Document Date: 2013-01-24 10:28:05 Open Document File Size: 314,46 KB Share Result on Facebook City Chicago / / Company Prentice-Hall Inc. / / Facility University of Chicago Press / / IndustryTerm fundamental / / Organization University of Chicago Press / Chicago / / Person AMANDA BOWER / Thomas Fiore / James R. Munkres / / Position Professor / representative / / ProvinceOrState Illinois / New Jersey / / SocialTag Homotopy theory Algebraic topology Fundamental group Homotopy Path Deformation retract Brouwer fixed-point theorem H-space Functor Topology

THE FUNDAMENTAL GROUP AND BROUWER’S FIXED POINT THEOREM AMANDA BOWER Abstract. The fundamental group is an invariant of topological spaces that measures the contractibility of loops. This project studies the fundamentaAdd to Reading List