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Modules over quantum Laurent polynomials I (1105.0596v2)
Published 3 May 2011 in math.RA
Abstract: It is shown that the Gelfand--Kirillov dimension for modules over quantum Laurent polynomials is tensor-minimal. The Brookes--Groves invariant associated with a tensor product of modules is determined. It is also shown that there can be nonholonmic simple modules.
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