3 problems

Let $\rho$ and $\pi$ be admissible representations in the local-field setting, and let … be a monomial resolution, with each $L(s,M_i,\pi)$ the product of the two-variable $L$-func…

Let an $n$-gon have a subdivision with $k$ additional edges and no additional vertices. A CM monomial labelling is a monomial labelling whose cellular complex gives a Cohen–Macaula…

Let $A$ consist of all square-free monomials of degree $d$ in $m$ variables. It is an object of $\operatorname{CM}(\binom{m}{d},m-d+1)$, and a maximal object over $A$ is an object…