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Quantum groups, skein theories, operadic and diagrammatic algebra, quantum field theory
1
vote
Zero Sums in a $q$-Deformation Remain Zero for $q=1$
I think so (unless i missed a subtility), at least for N=2 (and the argument is probably similar in general). Namely, recall that there's a basis of the vector space $SL_q(2)$ consisting of $\{a^nb^mc …
2
votes
Kontsevich, and Geometric, Quantization and the Podles sphere
I had the same question, but not even for quantum flag manifolds (these are quantum homogenous spaces for quantum groups), but already for the quantum groups themselves. The latter are special quantiz …