Product Description
Topological Geometry
Provides a route from first principles through standard linear and quadratic algebra to geometric algebra, with Clifford's geometric algebras taking pride of place.
Ian R. Porteous (Author)
9780521298391, Cambridge University Press
Paperback / softback, published 5 February 1981
500 pages
22.8 x 15.2 x 2.7 cm, 0.73 kg
Review of the hardback: '\u2026 a remarkable book, which is likely to remain very useful, both for teaching and research, during many years to come.' J.Dieudonn\u00E9 in Zentralblatt F\u00FCr Mathematik
The earlier chapter of this self-contained text provide a route from first principles through standard linear and quadratic algebra to geometric algebra, with Clifford's geometric algebras taking pride of place. In parallel with this is an account, also from first principles, of the elementary theory of topological spaces and of continuous and differentiable maps that leads up to the definitions of smooth manifolds and their tan]
Topological Geometry Porteous Paperback Cambridge University Press 9780521298391
Topological Geometry
Provides a route from first principles through standard linear and quadratic algebra to geometric algebra, with Clifford's geometric algebras taking pride of place.
Ian R. Porteous (Author)
9780521298391, Cambridge University Press
Paperback / softback, published 5 February 1981
500 pages
22.8 x 15.2 x 2.7 cm, 0.73 kg
Review of the hardback: '\u2026 a remarkable book, which is likely to remain very useful, both for teaching and research, during many years to come.' J.Dieudonn\u00E9 in Zentralblatt F\u00FCr Mathematik
The earlier chapter of this self-contained text provide a route from first principles through standard linear and quadratic algebra to geometric algebra, with Clifford's geometric algebras taking pride of place. In parallel with this is an account, also from first principles, of the elementary theory of topological spaces and of continuous and differentiable maps that leads up to the definitions of smooth manifolds and their tan]
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