Dmitry Shirokov
Published 2008-06-26, updated 2009-03-07Version 2
We present a new classification of Clifford algebra elements. Our classification is based on the notion of quaternion type. Using this classification we develop a method of analysis of commutators and anticommutators of Clifford algebra elements. This method allows us to find out and prove a number of new properties of Clifford algebra elements.
On the classification of subalgebras of Cend_N and gc_N
The Hamiltonian H=xp and classification of osp(1|2) representations
Classification and Casimir Invariants of Lie-Poisson Brackets
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