The MATH-AmSud Project Topological Methods and Non-Autonomous Dynamics for Delay Differential Equations (TOMENADE) address open problems about non-autonomous systems of Delay Differential Equations, some of which emerge as mathematical models from different phenomena of life sciences.  On January 18th, 2023, the TOMENADE Team will meet in Santiago de Chile.

Talks

Global dynamics of a differential-difference system: A case of Kermack-McKendrick epidemic model with age-structured protection phase. Mostafa Adimy, Inria, France. 

Sensitivity Analysis of a Time varying Ecological Network. Gonzalo Robledo, Universidad de Chile, Chile.

Periodic solutions of a non-autonomous delayed discrete size-structured. Pablo Amster, Universidad de Buenos Aires, Argentina.

Bifurcation results for periodic solutions of a differential system in a chemostat model. Pierluigi Benevieri, Universidad de Sao Paulo, Brasil. 

Existence of periodic solutions of Nicholson-type systems with nonlinear density-dependent mortality and linear harvesting.  Daniel Sepúlveda, Universidad Tecnológica Metropolitana, Chile.