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Science/Engineering Notes on categories and groupoids (Van Nostrand Reinhold mathematical studies)

Posted on 2010-03-15




Name:Science/Engineering Notes on categories and groupoids (Van Nostrand Reinhold mathematical studies)
ASIN/ISBN:0442034067
Language:English
File size:13.2 Mb
Publish Date: 1971
ISBN: 0442034067
Pages: 178 pages
File Type: PDF
File Size: 13,2 MB
Other Info: Van Nostrand Reinhold
   Science/Engineering Notes on categories and groupoids (Van Nostrand Reinhold mathematical studies)

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Philip J Higgins, "Notes on categories and groupoids (Van Nostrand Reinhold mathematical studies)"

This book presents applications of groupoids to group theory and topology which would make clear the advantage and elegance of groupoid methods. The Schreier and Kurosh subgroup theorems are proved in Chapter 14. This chapter also contains a broad generalisation of Grushko’s theorem which seems to be not very well known. In Chapter 15,the same method is applied to colimits of groups rather than free products, and weaker results hold in this case. In particular, there is a conceptual form of the theorem of Reidemeister and Schreier deriving a presentation of a subgroup from a presentation of the containing group. The case of subgroups of amalgamated free products of groups, first studied by Hanna Neumann is discussed at the end of this chapter. Chapter 16 on homology of groupoids can now be seen as related to Grothendieck’s important notion of simplicial nerve of a category or groupoid. The notion of free product with amalgamation of groupoids strongly influenced Ronnie Brown to introduce the fundamental groupoid on a set of base points, and so to give a van Kampen theorem for unions of nonconnected spaces which allowed the direct deduction of the fundamental group of the circle, and more. Chapter 17 gives a version of these matters.

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