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Author

Martin Balko

3 papers indexed here

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Preprint Oct 2026

On edge-ordered Ramsey numbers of hypergraphs

For an integer $h\geq2$, an edge-ordered $h$-uniform hypergraph $H^<$ is an $h$-uniform hypergraph with a linear ordering of its hyperedges. For an integer $q \geq 1$, the edge-ordered Ramsey number $R_{\mathrm{edge}}(H^<;q)$ of $H^<$ is the smallest positive integer $N$ such that there exists an edge-ordered $h$-unifo...

Martin Balko, J. Glisic · 0 citations
Preprint Sep 2026

A General Upper Bound on Multicolor Ordered Ramsey Numbers

We provide a general upper bound on multicolor ordered Ramsey numbers in terms of the interval chromatic number and the degeneracy of an ordered graph. We extend previous results by Conlon, Fox, Lee, and Sudakov (2017) by showing that for every $n$-vertex ordered graph $G^<$ with degeneracy $d\geq2$, and interval chrom...

Martin Balko, Klára Grinerová · 0 citations

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