Latest Posts

Research Highlights

Collective migration across scales: From PDEs to physical swarms by Gissell Estrada-Rodríguez

Gissell Estrada-Rodríguez (DMAT, CRM) Mathematical modelling of biological, physical, and social phenomena using partial differential equations (PDEs) to describe the average behaviour of underlying microscopic (individual-level) dynamics has received significant attention [6, 11]. Since A. Turing’s foundational work on reaction–diffusion systems, followed by the influential chemotaxis model by Patlak, Keller, and Segel in the 1950s […]

Research Highlights

A rigorous derivation of the asymptotic wavenumber in spiral wave solutions of the complex Ginzburg-Landau equation by Inmaculada Baldomá Barraca

Inmaculada Baldomá Barraca (DMAT, CRM) In a wide range of physical, chemical, and biological systems modelling the interaction among different species, the dynamics of each species is usually governed by a diffusion mechanism together with a reaction term, which takes into account the interactions with the other species. For example, such systems arise when modelling

Colloquium

Gemma de les Coves

Professor Gemma de les Coves will speak at the IMTECH Colloquium on Wednesday February 25 at 12:30h at Sala d’actes de la Facultat de Matemàtiques i Estadística (FME). Professor De les Coves is ICREA Research Professor at Universitat Pompeu Fabra in Barcelona. She received her BS in Physics at Universitat de Barcelona and her PhD from

Newsletter

Newsletter 08. January – December 2025

Download Newsletter 08. January – December 2025 in PDF format. Research focus A rigorous derivation of the asymptotic wavenumber in spiral wave solutions of the complex Ginzburg-Landau equation by Inmaculada Baldomá Barraca Inmaculada Baldomá Barraca (DMAT, CRM) In a wide range of physical, chemical, and biological systems modelling the interaction among different species, the dynamics of each

Scroll al inicio