Prime and Primitive Ideals of a Class of Iterated Skew Polynomial Rings

Abstract

Hodges and Levasseur described the primitive spectra of quantized coordinate rings of SL3 [14], and then of SLn [15]. These results established a close connection between primitive ideals, torus action, and Poisson geometry. The proofs relied on explicit computations involving generators and relations. Subsequently, Joseph generalized the Hodges–Levasseur… (More)

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Cite this paper

@inproceedings{GmezTorrecillas2001PrimeAP, title={Prime and Primitive Ideals of a Class of Iterated Skew Polynomial Rings}, author={Jos{\'e} G{\'o}mez-Torrecillas}, year={2001} }