Classification of clifford algebras

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

1992
Motivation: The notion of Majorana representations of Clifford algebras as well as the notion of Majorana (bi-) spinors is extensively used in the supergravity theory [1] as well as in the superstring and unified theories [2]. Originally, the concept of Majorana representation was introduced by Ettore Majorana in the context of spinor representations ...
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On the classification of Clifford algebras as quadratic spaces in the case where the dimension is infinite and the base field has characteristic 2

1992
We consider the cliffordalgebra of a quadratic space (E, Q) equipped with a quadratic form that extends Q. In the case where the characteristic of the base field k is 2, [\( \dot k:\dot k \) 2] is finite and the dimension of E is infinite but less than ℵω0 we characterize the extended form by a finite number of invariants.
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On the classification of Clifford algebras and their relation to spinors in n dimensions

Journal of Mathematical Physics, 1982
Nikos Angelos Salingaros
exaly

Erratum: On the classification of Clifford algebras and their relation to spinors in n dimensions [J. Math. Phys. 2 3, 1 (1982)]