Követés
Alex Farrell
Alex Farrell
Research Postdoc, University of Arizona
E-mail megerősítve itt: math.arizona.edu
Cím
Hivatkozott rá
Hivatkozott rá
Év
Within-host infectious disease models accommodating cellular coinfection, with an application to influenza
K Koelle, AP Farrell, CB Brooke, R Ke
Virus evolution 5 (2), vez018, 2019
242019
Times from infection to disease-induced death and their influence on final population sizes after epidemic outbreaks
AP Farrell, JP Collins, AL Greer, HR Thieme
Bulletin of mathematical biology 80 (7), 1937-1961, 2018
92018
Do fatal infectious diseases eradicate host species?
AP Farrell, JP Collins, AL Greer, HR Thieme
Journal of mathematical biology 77 (6), 2103-2164, 2018
62018
Prey-predator-parasite: an ecosystem model with fragile persistence
A Farrell
Arizona State University, 2017
52017
Unmotivated, Depressed, Anxious: Impact of the COVID-19 Emergency Transition to Remote Learning on Undergraduates’ Math Anxiety
M Lanius, T Frugé Jones, S Kao, T Lazarus, A Farrell
Journal of Humanistic Mathematics 12 (1), 148-171, 2022
42022
A bifurcation theorem for nonlinear matrix models of population dynamics
JM Cushing, AP Farrell
Journal of Difference Equations and Applications 26 (1), 25-44, 2019
32019
Coinfection of semi-infectious particles can contribute substantially to influenza infection dynamics
A Farrell, C Brooke, K Koelle, R Ke
bioRxiv, 547349, 2019
32019
A Mean-Field Approximation of SIR Epidemics on an Erdös–Rényi Network Model
C Durón, A Farrell
Bulletin of Mathematical Biology 84 (7), 1-19, 2022
12022
How the concavity of reproduction/survival trade-offs impacts the evolution of life history strategies
AP Farrell
Journal of Biological Dynamics 15 (sup1), S134-S167, 2021
12021
CIRCULATION| The Circulatory System: An Introduction
AP Farrell
Academic Press, 2011
12011
Predator–Prey/Host–Parasite: A fragile ecoepidemic system under homogeneous infection incidence
AP Farrell, HR Thieme
Discrete & Continuous Dynamical Systems-B 26 (1), 0, 2020
2020
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