Cohomology of Quantized Function Algebras at Roots of Unity
Cohomology of Quantized Function Algebras at Roots of Unity is a scholarly work, published in 2000 in ''Proceedings of the London Mathematical Society''. The main subjects of the publication include Langlands program, pure mathematics, cluster algebra, algebra over a field, Lie algebra, root of unity, biological function, mathematics, and cohomology. The authors also show under much less restrictive conditions on $\ell$ that $\mbox{Ext}_{\overline{{\cal O}_{\epsilon}G}}^*(k,k)$ continues to be a finitely generated graded commutative algebra over which $\mbox{Ext}_{\overline{{\cal O}_{\epsilon}G}}^*(k,M)$ is a finitely generated module.\vspace{6mm}\noindent 1991 Mathematics Subject Classification: 16W30, 17B37, 17B56.