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math.CO2025
Clique number of xor-powers of Kneser graphs
Zoltán Füredi, András Imolay, Ádám Schweitzer
Let denote the clique number of the xor-product of isomorphic Kneser graphs KG(n,k). Alon and Lubetzky investigated the case of complete graphs as a coding th…
math.CO2024
Identification of a monotone Boolean function with "reasons" as a combinatorial search problem
Dániel Gerbner, András Imolay, Gyula O. H. Katona +5
We study the number of queries needed to identify a monotone Boolean function . A query consists of a 0-1-sequence, and the answer is the value of…
math.CO2019
Covers, orientations and factors
Péter Csikvári, András Imolay
Given a graph with only even degrees let denote the number of Eulerian orientations, and let denote the number of half graphs, that is, subgraphs su…