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The Null Decomposition of Conformal Algebras | Dana Mihai
; George A.J. Sparling
; | Date: |
30 Jun 2006 | Abstract: | We analyze the decomposition of the enveloping algebra of the conformal algebra in arbitrary dimension with respect to the mass-squared operator. It emerges that the subalgebra that commutes with the mass-squared is generated by its Poincare subalgebra together with a vector operator. The special cases of the conformal algebras of two and three dimensions are described in detail, including the construction of their Casimir operators. | Source: | arXiv, gr-qc/0606136 | Services: | Forum | Review | PDF | Favorites |
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