Mercoledì 11 maggio alle 14.30 Eleonora Messina, docente del Dipartimento di Matematica e Applicazioni "Renato Caccioppoli" dell'Università Federico II di Napoli, sarà ospite del ciclo dei "Seminari generali dell'IAC 2022". 

Titolo del talk: Qualitative properties and asymptotic behavior of numerical solutions to Volterra equations.

Di seguito l'abstract del seminario (che si svolgerà in italiano).

In some important biological phenomena Volterra integral and integro-differential equations represent an appropriate mathematical model for the description of the dynamics involved. In the simulation of these real-life problems, numerical solutions should mirror the characteristic physical properties of the original system and maintain accuracy over long-time simulations. We follow this approach to construct and analyze numerical approximations in two cases of interest.

Namely, integral epidemic models structured by age of infection and integro-differential equations for systems of interacting particles. The results are generalized to wider classes of problems.

Il seminario sarà trasmesso in streaming sul canale YouTube dell'IAC @CNR IAC.

Vai al programma dei seminari generali dell'IAC 2022.