1. HIGHER-ORDER EXTENSIONS OF THE POINCARÉ ALGEBRA
- Author
-
M. Rausch De Traubenberg
- Subjects
Filtered algebra ,Algebra ,Pure mathematics ,Physics and Astronomy (miscellaneous) ,Subalgebra ,Current algebra ,Algebra representation ,Cellular algebra ,Virasoro algebra ,Universal enveloping algebra ,Super-Poincaré algebra ,Mathematics - Abstract
Cubic extensions of the Poincaré algebra can be constructed in consistency with physical assumptions, and provide new insights for the description of phenomena. In this paper we review some recent results associated to these structures: algebraic construction, construction of invariant Lagrangians and construction of their associated group.
- Published
- 2012
- Full Text
- View/download PDF