Quadratic Mappings And Clifford Algebras - Jacques Helmstetter, Artibano Micali
Birkhäuser Basel (2008)
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Clifford algebras, Forms, Quadratic, Quadratische Form - Clifford-Algebra

After general properties of quadratic mappings over rings, the authors more intensely study quadratic forms, and especially their Clifford algebras. To this purpose they review the required part of commutative algebra, and they present a significant part of the theory of graded Azumaya algebras. Interior multiplications and deformations of Clifford algebras are treated with the most efficient methods. The connection between orthogonal transformations and Clifford algebras is established in a new way, by means of Lipschitz monoids. Lipschitz monoids also allow a more efficient study of hyperbolic spaces.

Product Details
LoC Classification QA199 .H45 2008
Dewey 512.57
Format Hardcover
Cover Price 109,00 €
No. of Pages 504
Height x Width 236 x 168 mm