Lev Radzivilovsky

activity

20082025

collaborators

5 papers

math.AG2025

A version of Kapranov's Chow quotient and smooth moduli space of point configurations in $\PP^2$

Lev Radzivilovsky

A new moduli space for configurations of $n$ ordered points in a projective plane, which is a version of Kapranov's "Chow quotient of Grassmanians" is introduced. The new construct…

math.AG2018

Counting Surfaces Singular Along a Line in $P^{3}$

Shachar Carmeli, Lev Radzivilovsky

We enumerate the number of surfaces of degree $d$ in $P^{3}$ having a singular line of order $k$ , passing through $δ$ generic points (where $δ$ is the dimension of moduli space of su…

math.HO2014

Concerning the bookshelf problem

Lev Radzivilovsky, Grigori Yurgin

We discuss the following folklore problem. On a bookshelf, there are $N$ tomes of the Encyclopedia in random order. Each hour, a librarian takes a tome which stands not on its plac…

math.AG2013

Rational curves on the compactified moduli space of rational curves with marked points

Shachar Carmeli, Lev Radzivilovsky

We investigate the possible homological classes of rational curves on the moduli space $X_{n} = M_{0, n} ˉ$ of rational nodal curves with $n$ marked points. In the case of…

math.CO2008

Dissecting brick into bars

Ivan Feshchenko, Danylo Radchenko, Lev Radzivilovsky +1

An $N$ -dimensional parallelepiped will be called a bar if and only if there are no more than $k$ different numbers among the lengths of its sides (the definition of bar depends on…