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From the 1 of 5 linked papers with an AI index.

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5 papers

cs.DS2026

Branch-width of represented matroids in matrix multiplication time

Mujin Choi, Tuukka Korhonen, Sang-il Oum

The paper presents an algorithm that computes a branch-decomposition of a matroid given by a matrix representation in time essentially O(n^ω), improving on previous cubic-time meth…

math.CO2026

Tree-independence number of -free graph classes

Kenny Bešter Štorgel, Mujin Choi, Hidde Koerts +1

In this paper, we investigate the tree-independence number of graph classes that do not contain as an induced subgraph. Dallard et al. conjectured that for any positive i…

math.CO2025

Odd-Cycle-Packing-treewidth: On the Maximum Independent Set problem in odd-minor-free graph classes

Mujin Choi, Maximilian Gorsky, Gunwoo Kim +2

We introduce the tree-decomposition-based graph parameter Odd-Cycle-Packing-treewidth (OCP-tw) as a width parameter that asks to decompose a given graph into pieces of bounded odd…

math.CO2025

Excluding a Ladder as an Induced Minor in Graphs Without Induced Stars

Mujin Choi, Sebastian Wiederrecht

A -ladder is the graph obtained from two disjoint paths, each with vertices, by joining the th vertices of both paths with an edge for each . In this…

math.CO2025

Excluding an induced wheel minor in graphs without large induced stars

Mujin Choi, Claire Hilaire, Martin Milanič +1

We study a conjecture due to Dallard, Krnc, Kwon, Milanič, Munaro, Å torgel, and Wiederrecht stating that for any positive integer and any planar graph , the class of all $…