activity
20172026
most citedA generalization of the cylinder conjecture for divisible codes

3 citations · 6 across the 20 of their papers we have counts for

collaborators

21 papers

math.CO2026

An improved algebraic construction for Ramsey numbers

Ferdinand Ihringer, Sam Mattheus

We provide an explicit algebraic construction showing that, uniformly for integers , as , \[ R( s,t ) \geq t^{(1-o(1)) \log s / \log(\log s + 1) }. \…

math.GR2026

There are no sharply transitive subsets of for

John Bamberg, Sam Mattheus

It was known at least to L.E. Dickson in 1901 that , in its natural action on , has a sharply transitive subgroup only when $q\in\{2…

math.CO2025

A note on the classification of classical distance-regular graphs of negative type and the non-existence of hemisystems

Sam Adriaensen, Jan De Beule, Jozefien D'haeseleer +1

DISCLAIMER: Due to an error in the literature, we cannot be sure that the conclusions drawn in this paper are correct. The goal of this note is to connect some interesting results…

math.CO2025

Improved bounds for the minimum degree of minimal multicolor Ramsey graphs

Yamaan Attwa, Sam Mattheus, Tibor Szabó +1

We provide two novel constructions of edge-disjoint -free graphs on the same vertex set, each of which has the property that every small induced subgraph contains a co…

math.CO2025

The largest sets of non-opposite chambers in spherical buildings of type

Jan De Beule, Philipp Heering, Sam Mattheus +1

The investigation into large families of non-opposite flags in finite spherical buildings has been a recent addition to a long line of research in extremal combinatorics, extending…

math.CO2024

Off-diagonal Ramsey numbers for slowly growing hypergraphs

Sam Mattheus, Dhruv Mubayi, Jiaxi Nie +1

For a -uniform hypergraph and a positive integer , the Ramsey number denotes the minimum such that every -vertex -free -uniform hypergraph contains…