Supported by the IBS Discrete Mathematics Group, the workshop brings together Korean graduate and undergraduate students and postdoctoral researchers studying combinatorics. Its aim is to promote interaction among young researchers, share research interests, and establish a foundation for future collaborative research.
The program included invited talks, contributed talks, and sessions for sharing and discussing open problems.
This workshop continues the Korean Student Combinatorics Workshop series from 2024.
The workshop was organized by the following four students:
We prove that for all positive integers $k$ and $d$, the class of $K_{1,d}$-free graphs not containing the $k$-ladder or the $k$-wheel as an induced minor has a bounded tree-independence number. Our proof uses a generalization of the concept of brambles to tree-independence number. This is based on joint work with Claire Hilaire, Martin Milanič, and Sebastian Wiederrecht.
The IBS Discrete Mathematics Group welcomes Mujin Choi (최무진) and Dohyeon Lee (이도현), new graduate students of the Discrete Mathematics Group from January 2024.
