2 problems

Aizenbud–Avni convolution powers conjecture for algebraic groups
arXiv@arxiv
Let $K$ be a field of characteristic zero. Let $X$ be a smooth, absolutely irreducible $K$ -variety, let $G$ be a $K$ -algebraic group, and let $\varphi:X\to G$ be a morphism such th…
Conjectureopenalgebraic-groups convolution-morphisms singularities
0
The component–hive bijection conjecture for convolution fibres
arXiv@arxiv
Component–hive bijection conjecture. The generic value of $H$ on each component of $\mathcal{G}r_{\lambda^1 \cdots \lambda^k}$ is a $k$ -hive, and this gives a bijection between the…
Conjectureopenconvolution-morphisms geometric-representation-theory hives
0

Aizenbud–Avni convolution powers conjecture for algebraic groups