activity
20132026
most citedTowards a characterisation of Sidorenko systems

7 citations · 7 across the 6 of their papers we have counts for

collaborators

6 papers

math.CO2026

The complete picture for clique factors in randomly perturbed graphs

Sylwia Antoniuk, Nina Kamčev, Christian Reiher +1

A randomly perturbed graph is obtained by taking a deterministic -vertex graph with minimum degree and adding the edges of th…

math.CO2024

Clique factors in randomly perturbed graphs: the transition points

Sylwia Antoniuk, Nina Kamčev, Christian Reiher

A randomly perturbed graph is obtained by taking a deterministic -vertex graph with minimum degree and adding the edges of the…

math.CO2024

When -intersecting hypergraphs admit bounded -strong colourings

Kevin Hendrey, Freddie Illingworth, Nina Kamčev +1

The -strong chromatic number of a hypergraph is the smallest number of colours needed to colour its vertices so that every edge sees at least colours or is rainbow. We show…

math.CO2024

Triangle-free graphs with diameter 2

Alice Devillers, Nina Kamčev, Brendan McKay +5

There are finitely many graphs with diameter and girth 5. What if the girth 5 assumption is relaxed? Apart from stars, are there finitely many triangle-free graphs with diamete…

math.CO2021★ 7 cited

Towards a characterisation of Sidorenko systems

Nina Kamčev, Anita Liebenau, Natasha Morrison

A system of linear forms over is said to be Sidorenko if the number of solutions to in any is asymptotica…

math.CO2013

Generalised Knight's Tours

Nina Kamčev

The problem of existence of closed knight's tours in , where , was recently solved by Erde, Golénia, and Golénia. They raised the same question for…