M. Mironov

collaborators

2 papers

math.CA2022

Exponential Riesz bases in $L^{2}$ on two interval

Yurii Belov, Mikhail Mironov

We give sufficient conditions for the exponential system to be a Riesz basis in $L^{2} (E)$ , where $E$ is a union of two intervals. We show that these conditions are close to be neces…

math.AG2018

Lefschetz exceptional collections in $S_{k}$ -equivariant categories of $(P^{n})^{k}$

Mikhail Mironov

We consider the bounded derived category of $S_{k}$ -equivariant coherent sheaves on $(P^{n})^{k}$ . The goal of this paper is to construct in this category a rectangular Lefschet…

Exponential Riesz bases in L2 on two interval

Lefschetz exceptional collections in Sk​-equivariant categories of (Pn)k

Exponential Riesz bases in $L^{2}$ on two interval

Lefschetz exceptional collections in $S_{k}$ -equivariant categories of $(P^{n})^{k}$