M. Mozrzymas

collaborators

3 papers

math-ph2004

Tensor operators and Wigner-Eckart theorem for the quantum superalgebra U_{q}[osp(1\mid 2)]

Marek Mozrzymas

Tensor operators in graded representations of Z_{2}-graded Hopf algebras are defined and their elementary properties are derived. Wigner-Eckart theorem for irreducible tensor opera…

hep-th2004

Basic Twist Quantization of the Exceptional Lie Algebra G_2

A. Borowiec, J. Lukierski, V. Lyakhovsky +2

We present the formulae for twist quantization of $g_{2}$ , corresponding to the solution of classical YB equation with support in the 8-dimensional Borel subalgebra of $g_{2}$ . The con…

hep-th2003

$κ$ -deformations of D=3 conformal versus deformations of D=4 AdS symmetries

J. Lukierski, V. D. Lyakhovsky, M. Mozrzymas

We describe the classical $o (3, 2)$ $r$ -matrices as generating the quantum deformations of either D=3 conformal algebra with mass-like deformation parameters or D=4 $A d S$ algebra wi…

Tensor operators and Wigner-Eckart theorem for the quantum superalgebra U_{q}[osp(1\mid 2)]

Basic Twist Quantization of the Exceptional Lie Algebra G_2

κ-deformations of D=3 conformal versus deformations of D=4 AdS symmetries

$κ$ -deformations of D=3 conformal versus deformations of D=4 AdS symmetries