Quantum deformations for the diagonal R-matrices
Abstract
Description
We consider two different types of deformations for the linear group $ GL(n)$ which correspond to using of a general diagonal R-matrix. Relations between braided and quantum deformed algebras and their coactions on a quantum plane are discussed. We show that tensor-grading-preserving differential calculi can be constructed on braided groups , quantum groups and quantum planes for the case of the diagonal R-matrix.
6 pages, Talk at Workshop on Supersymmetry and Quantum Groups, Dubna, 15-20 July 1993
6 pages, Talk at Workshop on Supersymmetry and Quantum Groups, Dubna, 15-20 July 1993