Introduction to Quantum Lie Algebras
  Quantum Lie algebras are generalizations of Lie algebras whose structure constants are power series in $h$. They are derived from the quantized enveloping algebras $\uqg$. The quantum Lie bracket satisfies a generalization of antisymmetry. Representations of quantum Lie algebras are defined in terms of a generalized commutator.   In this paper the recent general results about quantum Lie algebras are introduced with the help of the explicit example of $(sl_2)_h$. 
Gustav W. Delius