Ortogonal rotation in theory of finite-dimensional representations of quantum semisimple algebras. The case of $A_2$ algebra

Details Ortogonal rotation in theory of finite-dimensional representations of quantum semisimple algebras. The case of $A_2$ algebra Ortogonal rotation in theory of finite-dimensional representations of quantum semisimple algebras. The case of $A_2$ algebra

2004-07-27

arxiv.org/abs/math-ph/0407066v1

Physics

Mathematical Physics

15 pages

Scientific paper

The metohod of ortogonal rotations introduced in the previous papers of the
author is used for construction of the explicit form the generators of the
simple roots for quantum (and ussual) semisimple algebras. All calculations are
presented in details for finite-dimensional representation $(p,q)$ of $A^q_2$
algebra.

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