Quantum algebras and symplectic reflection algebras for wreath products
(Citations: 3)
To a nite subgroup of SL2(C), we associate a new family of quantum algebras which are related to symplectic reection algebras for wreath products Sl o via a functor of Schur-Weyl type. We explain that they are deformations of matrix algebras over rank-one symplectic reection algebras for and construct for them a PBW basis. When is a cyclic group, we are able to give more information about their structure and to relate them to Yangians.