B. Lidický

activity

20242026

most citedSmall Ramsey numbers for books, wheels, and generalizations

2 citations · 3 across the 11 of their papers we have counts for

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4 papers · 1 filter

math.CO2026

Maximizing $K_{r} + I_{r}$ in graphs with fixed edge density

József Balogh, Andrzej Grzesik, Bernard Lidický +3

For every integer $r \geq 4$ , and $ρ \in [0, 1]$ , we asymptotically determine the maximum proportion of $r$ -element sets of vertices that induce either a clique or an independent set in…

math.CO2026

Local maximum of inducibility profiles

József Balogh, Bernard Lidický, Haoran Luo

For a graph $G$ and $e \in [0, 1]$ , denote by $I_{G} (e)$ the supremum of induced density of $G$ over $n$ -vertex graphs with edge density $e$ as $n$ goes to infinity. Liu, Mubayi and Re…

math.CO2026

Sidorenko property and forcing in regular tournaments

Daniel Král', Matjaž Krnc, Filip Kučerák +2

We give a complete characterization of tournaments H that have the Sidorenko property with respect to nearly regular tournaments, i.e., the homomorphism density of H among all near…

math.CO2026

Semi-Inducibility of some small graphs

József Balogh, Bernard Lidický, Dhruv Mubayi +2

Let $H$ be a fixed graph whose edges are colored red and blue and let $β \in [0, 1]$ . Let $I (H, β)$ be the (asymptotically normalized) maximum number of copies of $H$ in a large red/…

Maximizing Kr​+Ir​ in graphs with fixed edge density

Local maximum of inducibility profiles

Sidorenko property and forcing in regular tournaments

Semi-Inducibility of some small graphs

Maximizing $K_{r} + I_{r}$ in graphs with fixed edge density