Extended Joseph polynomials, quantized conformal blocks, and a q-Selberg type integral

R. Rimányi, V. Tarasov, A. Varchenko +1

We consider the tensor power $V=(C^N{)}^{\otimes n}$ of the vector representation of $g{l}_N$ and its weight decomposition $V={\oplus }_{\lambda =({\lambda }_1,...,{\lambda }_N)}V[\lambda ]$. For $λ= (λ_1 \geq ... \geq…