Can I read Greg Kuperberg - Spiders For Rank 2 Lie Algebras on EtoBox?

Greg Kuperberg - Spiders For Rank 2 Lie Algebras by Steam29 is a document available to read on EtoBox.

What is Greg Kuperberg - Spiders For Rank 2 Lie Algebras about?

Spider is an axiomatization of the representation theory of a group, quantum group, Lie algebra, or other group-like object. A spider is defined by invariants of linear representations, and is isomorphic to a combinatorial spider, given by generators and relations. Our combinatorial rank 2 spiders yield bases for invariant spaces which are probably related to Lusztig

Author

Steam29

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EN