I. Lukashenko

collaborators

2 papers

math.CO2026

On infinite families of $[P_{n}]$ -irregular graphs

Tatiana Dovzhenok, Ilya Lukashenko, Andrei Mikhalev +1

This paper presents the first systematic study of $[F]$ -irregular graphs, a concept that parallels classical $F$ -irregularity. For a fixed graph $F$ , a graph $G$ is $[F]$ -irregular…

math.CO2025

On $C_{n}$ -irregular oriented graphs

Tatiana Dovzhenok, Ilya Lukashenko, Yahor Filiuta

Let $F$ and $G$ be simple finite oriented graphs (without symmetric arcs). A graph $G$ is called $F$ -irregular if any two distinct vertices in $G$ belong to a different number of s…

On infinite families of [Pn​]-irregular graphs

On Cn​​-irregular oriented graphs

On infinite families of $[P_{n}]$ -irregular graphs

On $C_{n}$ -irregular oriented graphs