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Alp Muyesser

4 papers here

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Across the 4 of 4 papers where every author was matched, so the position is known.

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  • math.CO4

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collaborators

4 papers

math.CO2025

On the Graham--Sloane harmonious labelling conjecture

Alp Müyesser, Alexey Pokrovskiy

Consider an order n abelian group G and a tree T on n vertices. When is it possible to (bijectively) label V(T) by G so that along all edges xy of T, the sums x+y…

math.CO2025

On Graham's rearrangement conjecture over F2n​

Benjamin Bedert, Matija Bucić, Noah Kravitz +2

A sequence s1​,s2​,…,sk​ of elements of a group G is called a valid ordering if the partial products s1​,s1​s2​,…,s1​⋯sk​ are all distinct. A long-standi…

math.CO2025

New bounds for linear arboricity and related problems

Micha Christoph, Nemanja Draganić, António Girão +3

A linear forest is a collection of vertex-disjoint paths. The Linear Arboricity Conjecture states that every graph of maximum degree Δ can be decomposed into at most $\lceil(Δ+1)…

math.CO2025

Cyclic subsets in regular Dirac graphs

Nemanja Draganić, Peter Keevash, Alp Müyesser

In 1996, in his last paper, Erdős asked the following question that he formulated together with Faudree: is there a positive c such that any (n+1)-regular graph G on 2n ver…

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