Table of Contents

General Survey.- Mathematical Viruses.- Clifford Algebras and Related Topics.- Algebraic spinors for R9,1.- Tetrahedral structure of idempotents of the Clifford algebra C3,1.- Clifford groups for arbitrary quadratic forms.- Clifford algebra calculations with a microcomputer.- Clifford algebras and Möbius transformations.- Algèbres de Clifford sur un Corps de Caractéristique 2.- Real projective representations of real Clifford algebras and reflection groups.- Parallel treatment of Riemannian and Symplectic Clifford algebras.- Classification, properties and applications of the Majorana representations of the real Clifford algebras Cp, q.- On the classification of Clifford algebras as quadratic spaces in the case where the dimension is infinite and the base field has characteristic 2.- On the kernel and image of the spin representation.- Finite geometries and Clifford algebras III.- Generalized Clifford algebras and their representations.- Algebraic spin structures.- Clifford algebras and torogonal structures.- The idempotent structure of an infinite dimensional Clifford algebra.- On spinor classifications.- Clifford Analysis.- HP spaces of monogenic functions.- Twistor correspondence in higher even dimensions.- A Gram-Schmidt method in Hilbert modules.- The relative position of L2 domains in Clifford Analysis.- A note on generalized Rademacher and hyperbolic functions.- Fueter-Hurwitz Regular mappings and an integral representation.- Spin-gauge unification of integrable non linear systems.- On the linearization of a partial differential operator and p-hyperholomorphic functions.- Algebres de Clifford-Hilbert et operateurs de Vertex.- Singular integral operators in Clifford Analysis.- Simplicial calculus with Geometric Algebra.- Clifford Analysis and Integral Geometry.-Fundamental solutions for operators which are polynomials in the Dirac operator.- On eigenvalue estimates of nonlinear Stokes eigenvalue problems.- Mathematical Physics.- Gauge field equation on principal fibre bundle. A Clifford Algebra formulation.- Les Algebres de Clifford et les transformations des multivecteurs. L’Algebre de Clifford de R(1,3) et la constante de Planck.- Theorie relativiste du nucleon et du doublet ?.- Unified spin gauge theories of the four fundamental forces.- The geometric structure of the space of fermionic physical observables.- Supergravity, supersymmetry: a geometric unitary spinor theory.- Fermions as special states of bosons.- Harmonic coordinates and the electromagnetic field.- Clifford Analysis and systems of condensed phase.- The multivector structure of the matter and interaction field theories.- The normed maps ?11 × ?11 ? ?26 in Hypercomplex Analysis and in Physics.- On Dirac and Dirac-Darwin-Hestenes Equations.- Geometrical content of the Fierz identities.- Historical Aspects of Clifford Algebras.- Notice biographique sur Màrio Schenberg.- Algebraic Structures of Finite Point Sets I.