On the Structure Theorem of Clifford Algebras
classification
🧮 math.RA
keywords
algebrascliffordtheoryactualcomputationsconnectionconstructionexample
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In this paper, theory and construction of spinor representations of real Clifford algebras $\cl_{p,q}$ in minimal left ideals are reviewed. Connection with a general theory of semisimple rings is shown. The actual computations can be found in, for example, [2].
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