activity
20232025
most citedA nonlinear relapse model with disaggregated contact rates: analysis of a forward-backward bifurcation

2 citations · 2 across the 7 of their papers we have counts for

collaborators

7 papers

physics.soc-ph2025

Localized risk perception triggers early behavioral adaptations in epidemics on networks

Baltazar Espinoza, Jimmy Calvo-Monge, Fabio Sanchez +2

The contact structure of the population shapes the progression of epidemics. Nonetheless, the joint evolution of individual behavioral adaptations and disease dynamics on networks…

math.DS2025

The nexus between disease surveillance, adaptive human behavior and epidemic containment

Baltazar Espinoza, Roger Sanchez, Jimmy Calvo-Monge +1

Epidemics exhibit interconnected processes that operate at multiple time and organizational scales, a hallmark of complex adaptive systems. Modern epidemiological modeling framewor…

math.NT2024

The density and distribution of CM elliptic curves over

Adrian Barquero-Sanchez, Jimmy Calvo-Monge

In this paper we study the density and distribution of CM elliptic curves over . In particular, we prove that the natural density of CM elliptic curves over $\mathbb{Q}…

q-bio.PE2024

Interplay between Foraging Choices and Population Growth Dynamics

Jimmy Calvo-Monge, Baltazar Espinoza, Fabio Sanchez

In this study, we couple a population dynamics model with a model for optimal foraging to study the interdependence between individual-level cost-benefits and population-scale dyna…

q-bio.PE2024

Source-sink dynamics in a two-patch SI epidemic model with life stages and no recovery from infection

Jimmy Calvo-Monge, Jorge Arroyo-Esquivel, Alyssa Gehman +1

This study presents a comprehensive analysis of a two-patch, two-life stage SI model without recovery from infection, focusing on the dynamics of disease spread and host population…

math.NT2023

On the embedding of Galois groups into wreath products

Adrian Barquero-Sanchez, Jimmy Calvo-Monge

In this paper we make explicit an application of the wreath product construction to the Galois groups of field extensions. More precisely, given a tower of fields $F \subseteq K \s…