Classifies subalgebras in quantum groups at roots of unity and builds Weyl-group-indexed Hopf ideals yielding choice-independent restricted quantum groups as pre-triangular Hopf algebras.
The multi-variable Alexander polynomial and a one-parameter family of representa- tions ofπ π(π°π©(2,β))atπ 2 = β1
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Hopf Ideals, Integrality, and Automorphisms of Quantum Groups at Roots of 1
Classifies subalgebras in quantum groups at roots of unity and builds Weyl-group-indexed Hopf ideals yielding choice-independent restricted quantum groups as pre-triangular Hopf algebras.