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General Cohomology Theory and K-Theory Hilton Paperback 9780521079761

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General Cohomology Theory and K-Theory

These notes constitute a faithful record of a short course of lectures given in S\u00E3o Paulo, Brazil, in the summer of 1968.

P. J. Hilton (Author)

9780521079761, Cambridge University Press

Paperback / softback, published 28 February 1971

108 pages

22.9 x 15.2 x 0.7 cm, 0.17 kg

These notes constitute a faithful record of a short course of lectures given in S\u00E3o Paulo, Brazil, in the summer of 1968. The audience was assumed to be familiar with the basic material of homology and homotopy theory, and the object of the course was to explain the methodology of general cohomology theory and to give applications of K-theory to familiar problems such as that of the existence of real division algebras. The audience was not assumed to be sophisticated in homological algebra, so one chapter is devoted to an elementary exposition of exact couples and spectral sequences.

1. General Cohomology Theories

2. Exact Couples and Spectra]

General Cohomology Theory and K-Theory Hilton Paperback 9780521079761

General Cohomology Theory and K-Theory

These notes constitute a faithful record of a short course of lectures given in S\u00E3o Paulo, Brazil, in the summer of 1968.

P. J. Hilton (Author)

9780521079761, Cambridge University Press

Paperback / softback, published 28 February 1971

108 pages

22.9 x 15.2 x 0.7 cm, 0.17 kg

These notes constitute a faithful record of a short course of lectures given in S\u00E3o Paulo, Brazil, in the summer of 1968. The audience was assumed to be familiar with the basic material of homology and homotopy theory, and the object of the course was to explain the methodology of general cohomology theory and to give applications of K-theory to familiar problems such as that of the existence of real division algebras. The audience was not assumed to be sophisticated in homological algebra, so one chapter is devoted to an elementary exposition of exact couples and spectral sequences.

1. General Cohomology Theories

2. Exact Couples and Spectra]

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