4 problems

Let $V_1$ be a linear superspace of dimension $(r|s)$, let $\Lambda(n)$ be the Grassmann superalgebra on $n$ odd generators, and set $V=V_1\otimes\Lambda(n)$. Suppose … Then…

Characterization conjecture. Identity $$ holds if and only if the representation is a Young power of $mathbf{s}+$ or $mathbf{s}-$.

Let $C$ be the curve in question, let $\Theta$ be the sheaf whose pullback $i^!\Theta$ occurs in the twisted global geometric Langlands correspondence, and let $\mathcal E$ be a sy…

Let the Gaussian representations be the braid-group representations studied by Rowell and Wang in the context of quantum computing, and let the centralizer algebras of quantum grou…