Abstract
In this paper we use a special choice of the GLX,qij(2N) quantum plane and its differential calculus for a q-deformed phase space to define a modified Poisson bracket and construct the contraction rule for the q-deformed Levi-Civita symbol. We find the q-deformed phase-space variable realization of the soq(3) and q-deformed Poincare algebras.
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