Research

Overview #

My research interests lie broadly in probability theory and high-dimensional statistics, with a focus on spin systems, random graphs, and Markov chains. Currently, I am studying the asymptotic behavior of statistical physics models, particularly in mean-field setting.

Publications #

1. Bhowal, S., & Mukherjee, S. (2024). Rates of Convergence of the Magnetization in the Tensor Curie–Weiss Potts Model. Journal of Statistical Physics, 192(1), 2.
2. Bhowal, S., & Mukherjee, S. (2023). Limit theorems and phase transitions in the tensor Curie-Weiss Potts model. arXiv preprint arXiv:2307.01052.
3. Bhowal, S., Samanta, R. J., Ray, A., Bhattacharyya, S., & Hens, C. (2023). Exploring the potential of collective learning to reduce foraging time. Chaos, Solitons & Fractals, 168, 113123.

Talks #

• Threshold Density
  As part of the course Games, Graphs and Algebra Notes
• What is Cutoff?
  Part of What is? Seminar Video
• Limit Theorems of estimators in the Tensor Curie Weiss Potts Model
  Bangalore Probability Seminar Slides
• Estimation in Curie-Weiss Tensor Potts model
  Math Club, ISI Bangalore Video
• A Tour of Markov Chains
  Math Club, ISI Bangalore Video
• Alice in ‘Probland’
  LIMIT 2021 Video
• An Unconventional Approach to Groups
  ISI Student Seminar Video