Daecheol Kim.

My research interests include first- and last-passage percolation, random geometry, population dynamics on networks, evolutionary game theory, and multilevel selection.

1. 01

   The Keller–Segel Model for Chemotaxis on Metapopulation Graphs and Graphons

   With Yefei Zhang, Yuxuan Zhao, and Daniel B. Cooney

   arXiv:2610.31049

2. 02

   Inhomogeneous Long-Range First-Passage Percolation in a Random Vertex Environment

   With Shirshendu Chatterjee and Partha S. Dey

   arXiv:2609.20422

3. 03

   Phase Transition and Fluctuation Results for First-Passage Percolation on Spread-Out Cycle Graphs

   With Partha S. Dey

   arXiv:2609.00110

4. 04

   First-Passage Percolation on Spread-Out Line Graphs: Microscopic Regime

   With Partha S. Dey

   arXiv:2607.28865

5. 05

   Energy landscape of the two-component Curie–Weiss–Potts model with three spins

   Journal of Statistical Physics 188, Article 15 (2022)

Drafts are available upon request where indicated.

6. 06

   Phase Transitions for Inhomogeneous Long-Range First-Passage Percolation in a Random Vertex Environment

   With Shirshendu Chatterjee and Partha S. Dey

   In preparation · Draft available upon request

7. 07

   Extreme-value Fluctuation for First-Passage Percolation on Symmetric Markov Kernels

   With Partha S. Dey

   In preparation · Draft available upon request

8. 08

   Mean-Field Last Passage Percolation: Binary Sparse Regime

   With Partha S. Dey and Greg Terlov

   In preparation

9. 09

   Finite-Wavelength Pattern Formation and Abundance in a Graphon Metapopulation Model with Aggregation

   With Yefei Zhang, Yuxuan Zhao, Daniel B. Cooney, and Denis D. Patterson

   In preparation