Tim Hodges

Primitive ideals of the quantum group Cq[G], unpublished, (with T. Levasseur).

    This paper contained our proof of Joseph's classification of the primitive ideals of Cq[G]. The ideas were later incorporated into the Hodges-Levasseur-Toro paper on multiparameter quantized function algebras.

Citations

• M. Costantini and M. Varagnolo, Multiparameter quantum function algebra at roots of 1, Math. Ann. 306 (1996), 759--780
• D. Gaitsgory, Existence and uniqueness of the R-matrix in quantum groups, J. Algebra, 176 (1995), 653-666.
• I. M. Musson, Links between cofinite prime ideals in quantum function algebras, to appear.
• A. Joseph, Ideaux premiers et primmitifs de l'algebre des fonctions sur un groupe quantique, C. R. Acad. Sci. Paris, 316 (1993), 1139-1142.
• C. DeConcini and V. Lyubashenko, Quantum function algebras at roots of 1, Advances in Mathematics, 108 (1994), 205-262
• J. Alev and F. Dumas, Sur le corps des fractions de certaines algèbres quantiques. (French) [On the quotient field of some quantum algebras] J. Algebra 170 (1994), no. 1, 229--265.