01
Emergent hydrodynamics
I study how effective hydrodynamic descriptions arise in interacting particle systems and many-body models with non-trivial transport structure.
Research
My work sits at the interface of statistical physics, probability, and mathematical physics. I am interested in emergent hydrodynamics, large deviations, stochastic processes, and random matrix theory, with an emphasis on exact results and asymptotic analysis.
Themes
01
I study how effective hydrodynamic descriptions arise in interacting particle systems and many-body models with non-trivial transport structure.
02
A central direction of my work concerns rare-event theory, fluctuation statistics, and exact results for currents and related observables.
03
I am also interested in probabilistic models and spectral structures that connect stochastic dynamics, transport, and random matrix phenomena.
Selected work
2025
A recent preprint on random matrix structure emerging in a fermionic quantum gas.
2025
A recent work on stochastic search and resetting, in a setting motivated by adaptive exploration strategies.
2025
A study of fluctuations and hydrodynamic structure in one-dimensional shock-wave dynamics.
2025
A contribution on occupation statistics and first-passage-type observables for a non-standard random walk process.
2023
An exact result on large-scale fluctuation behaviour in an interacting field-theory setting.
2022
A hydrodynamic analysis of dynamical correlations in an exactly solvable spin-chain model.
Methods and tools
Profiles
For a complete and up-to-date publication list, the best entry points are my Google Scholar and arXiv profiles.