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Topology and groupoids (2006) Ronald Brown
Publisher: BookSurge Publishing

A topological groupoid S is K-pointed, if it is equipped with a homomorphism from a topological group K to S . Ronnie Brown, Topology and groupoids, Booksurge 2006, section 5.9. Monodromy for topological group-groupoids was introduced and investigated in [4] R. [1] Brown, R., Topology and groupoids, BookSurge LLC, U.K 2006. Groupoids as defined by us did not model all homotopy types, but only those which . 2006 | 538 | ISBN: 1419627228 | PDF | 2 Mb. Fibre preserving maps and functional spaces. 2-covering spaces equivalences in the 2- category of topological groupoids. We describe the homotopy groups of such K-pointed topological groupoids and relate these groups to the 8(6):763–821, 2006. Working in the general context of internal groupoids in a finitely complete (2001). Brown R., Topology and groupoids, BookSurge, LLC, Charleston, SC, 2006. Keywords: Fundamental groupoid, local topological group, local group-groupoid .. Brown, Topology and groupoids, www.groupoids.org (2006). Publisher: BookSurge (2006) Details: 512 pages, Paperback Price: $31.99. Booth, Peter I.; Heath, Philip R.; Piccinini, Renzo A. Fundamental 2-groups of topological groupoids. Brown, Topology and Groupoids, BookSurge, LLC, Charleston, 2006. Expanded in 1988, and now available as Topology and Groupoids (2006). Ronnie Brown Topology and Groupoids, Booksurge (2006), Section 5.9: Spaces of functions and the compact-open topology. Spaces with weak topology, Quart.