CORDIS Project
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This project focuses on the mathematical analysis of nonlinear elliptic partial differential equations, particularly those modeling interfaces in various physical phenomena. It aims to understand stable solutions, which are crucial for applications in materials science, fluid dynamics, and phase transitions.
One of the main drivers of development for the theory of nonlinear elliptic PDE during the second half of the XX century has been the mathematical analysis of physical models for “inter- faces”.
Depending on the specific model, these “interfaces” are called minimal surfaces, phase transitions, free boundaries, etc.
These models are very important in applications and, due to their strong geometric content and the interdisciplinary methods required for their study, also from a “pure mathematics” p…
EIDGENOESSISCHE TECHNISCHE HOCHSCHULE ZUERICH
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