Page 397 - 8th European Congress of Mathematics ∙ 20-26 June 2021 ∙ Portorož, Slovenia ∙ Book of Abstracts

Minisymposium

MULTICOMPONENT DIFFUSION IN POROUS MEDIA
(MS-42)

Organized by Nicola Zamponi, Charles University of Prague, Czech Republic
Coorganized by

Esther S. Daus, Vienna University of Technology, Austria
Josipa Pina Milišic´, University of Zagreb, Croatia

• Gradient flow techniques for multicomponent diffusion-reaction, Martin Burger
• Well-posedness results for mixed-type PDE systems modelling pressure-driven

multicomponent flows, Pierre Etienne Druet
• Evolution nonlocal diffusion problems with Lipschitz-continuous diffusion kernels,

Gonzalo Galiano
• Modeling of ion transport by a Maxwell-Stefan approach and numerical results,

Rüdiger Müller
• A bi-fluid model for a mixture of two compressible non interacting fluids with general

boundary data, Sarka Necasova
• Existence analysis of a stationary compressible fluid model for heat-conducting and

chemically reacting mixtures, Milan Pokorny
• Uniqueness for a cross-diffusion system issuing from seawater intrusion problems,

Carole Rosier
• Variational methods for fluid-structure interaction: Bulk elastic solids interacting with the

Navier Stokes equation, Sebastian Schwarzacher
• Nonisothermal Richards flow in porous media with cross diffusion, Nicola Zamponi
• The Boltzmann gas equation in relation to Onsager–Stefan–Maxwell diffusion for

Lennard-Jones gas mixtures, Maxim Zyskin