Book Volume 47 1992

Clifford Algebras and their Applications in Mathematical Physics

Proceedings of Second Workshop held at Montpellier, France, 1989

Editors:

ISBN: 978-90-481-4130-2 (Print) 978-94-015-8090-8 (Online)

Table of contents (47 chapters)

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  1. Front Matter

    Pages i-x

  2. General Survey

    1. Front Matter

      Pages 1-1

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      Chapter

      Pages 3-16

      Mathematical Viruses

  3. Clifford Algebras and Related Topics

    1. Front Matter

      Pages 17-17

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      Chapter

      Pages 19-26

      Algebraic spinors for R9,1

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      Chapter

      Pages 27-32

      Tetrahedral structure of idempotents of the Clifford algebra C3,1

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      Chapter

      Pages 33-38

      Clifford groups for arbitrary quadratic forms

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      Chapter

      Pages 39-55

      Clifford algebra calculations with a microcomputer

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      Chapter

      Pages 57-63

      Clifford algebras and Möbius transformations

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      Chapter

      Pages 65-68

      Algèbres de Clifford sur un Corps de Caractéristique 2

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      Chapter

      Pages 69-82

      Real projective representations of real Clifford algebras and reflection groups

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      Chapter

      Pages 83-95

      Parallel treatment of Riemannian and Symplectic Clifford algebras

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      Chapter

      Pages 97-111

      Classification, properties and applications of the Majorana representations of the real Clifford algebras Cp, q

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      Chapter

      Pages 113-116

      On the classification of Clifford algebras as quadratic spaces in the case where the dimension is infinite and the base field has characteristic 2

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      Chapter

      Pages 117-119

      On the kernel and image of the spin representation

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      Chapter

      Pages 121-132

      Finite geometries and Clifford algebras III

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      Chapter

      Pages 133-141

      Generalized Clifford algebras and their representations

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      Chapter

      Pages 143-149

      Algebraic spin structures

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      Chapter

      Pages 151-160

      Clifford algebras and torogonal structures

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      Chapter

      Pages 161-164

      The idempotent structure of an infinite dimensional Clifford algebra

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      Chapter

      Pages 165-174

      On spinor classifications

  4. Clifford Analysis

    1. Front Matter

      Pages 175-175

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      Chapter

      Pages 177-188

      HP spaces of monogenic functions

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      Chapter

      Pages 189-192

      Twistor correspondence in higher even dimensions

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