activity
20162026
most citedData-Driven Forecast of Dengue Outbreaks in Brazil: A Critical Assessment of Climate Conditions for Different Capitals

5 citations · 6 across the 7 of their papers we have counts for

collaborators

7 papers

math.DS2026

Oscillatory Regimes in a Game-Theoretic Model for Mosquito Population Dynamics under Breeding Site Control

Mohammad Rubayet Rahman, Chanaka Kottegoda, Lucas M. Stolerman

Mosquito-borne diseases remain a major public-health threat, and the effective control of mosquito populations requires sustained household participation in removing breeding sites…

physics.soc-ph2023

Epidemic thresholds and disease dynamics in metapopulations: the role of network geometry and human mobility

Haridas K. Das, Lucas M. Stolerman

We calculate epidemic thresholds and investigate the dynamics of a disease in a networked metapopulation model. To study the specific role of mobility levels and network geometry,…

q-bio.QM2022

Using digital traces to build prospective and real-time county-level early warning systems to anticipate COVID-19 outbreaks in the United States

Lucas M. Stolerman, Leonardo Clemente, Canelle Poirier +5

The ongoing COVID-19 pandemic continues to affect communities around the world. To date, almost 6 million people have died as a consequence of COVID-19, and more than one-quarter o…

q-bio.SC2020

Stability analysis of a signaling circuit with dual species of GTPase switches

Lucas M. Stolerman, Pradipta Ghosh, Padmini Rangamani

GTPases are molecular switches that regulate a wide range of cellular processes, such as organelle biogenesis, position, shape, and signal transduction. These enzymes operate by to…

q-bio.SC2019

Stability Analysis of a Bulk-Surface Reaction Model for Membrane-Protein Clustering

L. M. Stolerman, M. Getz, S. G. Llewellyn Smith +2

Protein aggregation on the plasma membrane (PM) is of critical importance to many cellular processes such as cell adhesion, endocytosis, fibrillar conformation, and vesicle transpo…

math.PR2018★ 1 cited

Interacting diffusions on sparse graphs: hydrodynamics from local weak limits

Roberto I. Oliveira, Guilherme H. Reis, Lucas M. Stolerman

We prove limit theorems for systems of interacting diffusions on sparse graphs. For example, we deduce a hydrodynamic limit and the propagation of chaos property for the stochastic…