Artem Hak

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20212026

most citedA note on the triameter of graphs

2 citations · 2 across the 3 of their papers we have counts for

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math.CO2026

There is no $8$ -regular $K_{3}$ -irregular graph

Artem Hak, Sergiy Kozerenko, Andrii Serdiuk

A graph is $K_{3}$ -irregular if its vertices belong to pairwise distinct numbers of triangles. We prove that no $8$ -regular $K_{3}$ -irregular graph exists, settling the last unresolved…

math.CO2026

Regular $K_{3}$ -regular graphs

Artem Hak, Sergiy Kozerenko, Denys Lohvynov +1

We study graphs that are simultaneously regular with respect to the ordinary vertex degree and regular with respect to the triangle degree, that is, the number of triangles contain…

There is no 8-regular K3​-irregular graph

Regular K3​-regular graphs

There is no $8$ -regular $K_{3}$ -irregular graph

Regular $K_{3}$ -regular graphs