Quantum Laurent Polynomials

Focusing on the intersection of algebra and geometry, the book delves into quantum polynomials and their significance in noncommutative geometry. It explores nonholonomic simple modules linked to Weyl algebras, highlighting their maximum Gelfand-Kirillov dimension. Additionally, it discusses quantum Laurent polynomials and the conditions under which certain algebras decompose into tensor products, providing a comprehensive examination of these advanced mathematical concepts.