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20192026
most citedMatchings under distance constraints I

2 citations · 2 across the 15 of their papers we have counts for

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7 papers · 1 filter

math.CO2026

Proper -edge-weightings of trees

Péter Madarasi

Let and be distinct real weights. An -edge-weighting of a tree assigns one of these weights to each edge and is proper if adjacent vertices have different sums of…

math.CO2026

Polytopes of alternating sign matrices with dihedral symmetries

Péter Madarasi

We study the convex hulls of alternating sign matrices invariant under subgroups of the dihedral group of the square. For each non-trivial symmetry class, the symmetry…

math.CO2025

Separable convex optimization over indegree polytopes

Nóra A. Borsik, Péter Madarasi

We study separable discrete convex optimization over indegree vectors of orientations of an undirected graph, focusing on the effect of imposing acyclicity. Since the extreme point…

math.CO2025

Vertex-ordering and arc-partitioning problems

Nóra A. Borsik, Péter Madarasi

We study vertex-ordering problems in loop-free digraphs subject to constraints on the left-going arcs, focusing on existence conditions and computational complexity. As an intrigui…

math.CO2025

Prefix-bounded matrices

Nóra A. Borsik, András Frank, Péter Madarasi +1

By unifying various earlier extensions of alternating sign matrices (ASMs), we introduce the notion of prefix-bounded matrices (PBMs). It is shown that the convex hull of these mat…

math.CO2020

The Ramsey number of a long cycle and complete graphs

Péter Madarasi

In this paper, we prove that the multicolored Ramsey number is at least for arbitrary connected graphs and $…

math.CO2019★ 2 cited

Matchings under distance constraints I

Péter Madarasi

This paper introduces the \emph{-distance matching problem}, in which we are given a bipartite graph with , a weight function on the edges and a…