Seoyeon Yang양서연

Research Interests

• I study stochastic dynamics on discrete structures, with a broad interest in their long-time behavior, phase transitions, and scaling limits. Current themes in my research include mixing times and cutoff for Glauber dynamics and random walks on graphs, coupling methods, and discrete-to-continuum limits.

Publications and Preprints

• Cutoff for Simple Random Walk on Preferential Attachment Graphs

  With Allan Sly. Working paper.
• Cutoff with an $O(1)$ window for Potts Glauber Dynamics on lattice at High Temperature

  With Allan Sly. Submitted, available at arXiv
• Cutoff and Dynamical Phase Transition for the General Multi-component Ising Model

  Journal of Statistical Physics, 190, 151 (2023). DOI
• Relaxation Dynamics of SIR-Flocks with Random Epidemic States

  With Seung-Yeal Ha and Hansol Park. Communications on Pure and Applied Analysis, 21(11), 3887–3918 (2022). arXiv

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