Stochastic surface-growth models that explain superdiffusive scaling in bacterial range expansions, linking population fronts to KPZ universality and Tracy–Widom statistics.
Research
I study how living systems generate predictable large-scale order. Each project below has a short overview — click a title to read it.
Under review (2026)
Master-equation and Monte Carlo models of stochastic filament growth, identifying universality classes of branch-length distributions set by microscopic rates.
In preparation (2026)
Overview
BibTeX
@article{eraso_branching_networks,
title = {Universality classes of branch-length distributions in stochastic biological networks},
author = {Eraso, Sergio and Kardar, Mehran},
journal = {In preparation},
year = {2026}
}
Fokker–Planck and hydrodynamic theory for self-propelled particles in confinement, predicting boundary-controlled density and current patterns.
In preparation (2026)
A systems-level PDE model coupling immune dynamics to tissue-level resources, showing how cytokine-regulated redistribution controls pathogen clearance.
Under review (2025)
Overview
Paper ↗
BibTeX
@article{eraso_immune_resource_allocation,
title = {Interplay between the immune response and the adaptation of metabolic pathways upon infection},
author = {Goychuk, Adriy and Goh, David and Eraso, Sergio and Medzhitov, Ruslan, and Chakraborty, Arup K.},
journal = {Under review},
year = {2025}
}