activity
20102025
most citedMoran-type bounds for the fixation probability in a frequency-dependent Wright-Fisher model

6 citations · 7 across the 8 of their papers we have counts for

collaborators

9 papers

q-bio.QM2025

On the role of fractional Brownian motion in models of chemotaxis and stochastic gradient ascent

Gustavo Cornejo-Olea, Lucas Buvinic, Jerome Darbon +3

Cell migration often exhibits long-range temporal correlations and anomalous diffusion, even in the absence of external guidance cues such as chemical gradients or topographical co…

q-bio.QM2019

Bayesian uncertainty quantification for micro-swimmers with fully resolved hydrodynamics

Karen Larson, Sarah Olson, Anastasios Matzavinos

Due to the computational complexity of micro-swimmer models with fully resolved hydrodynamics, parameter estimation has been prohibitively expensive. Here, we describe a Bayesian u…

cond-mat.soft2017

Dissipative particle dynamics simulation of critical pore size in a lipid bilayer membrane

Clark Bowman, Mark Chaplain, Anastasios Matzavinos

We investigate with computer simulations the critical radius of pores in a lipid bilayer membrane. Ilton et al. (2016) recently showed that nucleated pores in a homopolymer film ca…

q-bio.PE2017

Data-driven prediction and origin identification of epidemics in population networks

Karen Larson, Clark Bowman, Zhizhong Chen +4

Effective intervention strategies for epidemics rely on the identification of their origin and on the robustness of the predictions made by network disease models. We introduce a B…

math.PR2016★ 6 cited

Moran-type bounds for the fixation probability in a frequency-dependent Wright-Fisher model

Timothy Chumley, Ozgur Aydogmus, Anastasios Matzavinos +1

We study stochastic evolutionary game dynamics in a population of finite size. Individuals in the population are divided into two dynamically evolving groups. The structure of the…

math.PR2016

Random Walks in a Sparse Random Environment

Anastasios Matzavinos, Alexander Roitershtein, Youngsoo Seol

We introduce random walks in a sparse random environment on and investigate basic asymptotic properties of this model, such as recurrence-transience, asymptotic speed,…