Lectures on Algebraic Quantum Groups pp 323-330 | Cite as
Problems and Perspectives
Chapter
Abstract
In (III.10.1)—(III.10.3) we discuss problems concerning the PI Hopf triples of (III.4.1)(1). So throughout these three paragraphs let
Z 0 ZH
In (III.10.1)—(III.10.3) we discuss problems concerning the PI Hopf triples of (III.4.1)(1). So throughout these three paragraphs let
be a PI Hopf triple over the algebraically closed field k. We then briefly consider more general PI Hopf algebras in (III.10.4), before moving on to more specialised questions about quantized function algebras and quantized enveloping algebras in the remainder of the chapter. In the cases where there has been progress on a question since it was stated in the lectures at Barcelona we have chosen, for the sake of historical accuracy, first to state the question as it was given in the lectures, and then to discuss subsequent developments.
$$
{Z_0} \subseteq Z \subseteq H$$
(1)
Keywords
Hopf Algebra Isomorphism Class Cayley Graph Polynomial Identity Irreducible Module
These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.
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