146 citations · 847 across the 74 of their papers we have counts for
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The classical basis for -deformed Poincaré (super)algebra and the second -deformed supersymmetric Casimir
P. Kosiński, J. Lukierski, P. Maślanka +1
We present here the general solution describing generators of \kdef \poin algebra as the functions of classical \poin algebra generators as well as the inverse formulae. Further we…
The duality between -Poincaré algebra and -Poincaré group
Piotr Kosinski, Pawel Maslanka
The full duality between the -Poincaré algebra and -Poincaré group is proved.
Projectivised representations of
Y. Brihaye, S. Giller, P. Kosinski
We construct representations of the enveloping algebra in terms of finite difference operators and we discuss this result in the framework of quasi-exactly-solvable…
Quantum Deformation of the Poincare Supergroup and -deformed Superspace
P. Kosi{ń}ski, J. Lukierski, P. Ma{ś}lanka +1
The classical -matrix for superPoincar{é} algebra, given by Lukierski, Nowicki and Sobczyk is used to describe the graded Poisson structure on the Poincar{é} supergr…