Maxim Turevskii

collaborators

2 papers

cs.CG2025

Tree covers of size $2$ for the Euclidean plane

Artur Bikeev, Andrey Kupavskii, Maxim Turevskii

For a given metric space $(P, ϕ)$ , a tree cover of stretch $t$ is a collection of trees on $P$ such that edges $(x, y)$ of trees receive length $ϕ (x, y)$ , and such that for any pair o…

math.AC2024

A characterization of monotypically supersymmetric polynomials

Grigory Chelnokov, Maxim Turevskii

We introduce an object that has obvious similarity to the classical one - the algebra of supersymmetric polynomials. Despite the similarity, the known structure theorems on supersy…

Tree covers of size 2 for the Euclidean plane

A characterization of monotypically supersymmetric polynomials

Tree covers of size $2$ for the Euclidean plane