Hyperbolic Problems in Nürnberg workshop
Next Fall, on September 24-26, 2025 Prof. Enrique Zuazua will give a lecture on Inverse design for parabolic and hyperbolic problems at the Hyperbolic Problems in Nürnberg workshop organized by our research fellow Dr. Nicola de Nitti and Prof. Emil Wiedermann (FAU) in Nürnberg, Germany.
Hyperbolic conservation laws are deeply entrenched in the tradition of classical continuum mechanics, with origins tracing back to the study of gas dynamics by Lord Rayleigh and B. Riemann. Models for incompressible fluid flow, such as the incompressible Euler equations, are closely related to hyperbolic conservation laws and will also be a focus of this workshop. Despite its classical nature, this field has continued to grow in recent years, driven by the introduction of new ideas and techniques and by a wealth of novel applications, e.g., in theoretical biology, collective behavior, and traffic flow.
In this workshop, which will feature 14 invited talks and a poster session, we will explore the interplay between theory and physical applications of hyperbolic conservation laws and related models from an analytic perspective, and highlight a number of topics where recent progress has been particularly significant, and yet the open challenges remain substantial.
The event is kindly supported by DFG projects SPP 2410 and RTG 2339.
SPEAKERS
Yann Brenier. Paris, France
Solving initial value problems by space-time convex optimization.
Maria Teresa Chiri. Kingston, Ontario, Canada
The duality between scalar conservation laws and measure differential equations.
Giuseppe Maria Coclite. Bari, Italy
Thermo-elastic waves in a model with nonlinear adhesion.
Gianluca Crippa. Basel, Switzerland
Nonlocal continuity equations with BV kernels.
Carlotta Donadello. Besançon, France
Modeling with conservation laws, interfaces, and unilateral constraints on the flux.
Shyam Ghoshal.Bangalore, India
TBA
Simone Göttlich (Mannheim, Germany
Traffic models with nonlocal flux.
Sam G. Krupa. Paris, France
Are solutions to the equations of continuum physics unique?
Anna Mazzucato. State College, Pennsylvania, USA
On the Euler equations with inflow and outflow.
Christian Seis. Münster, Germany
Traveling ring-shaped vortex sheets.
Laura Spinolo. Pavia, Italy
On some recent results on nonlocal conservation laws.
Alexis Vasseur.mAustin, Texas, USA
Non-uniqueness for continuous solutions to 1D hyperbolic systems.
Christian Zillinger. Karlsruhe, Germany
On (in)stability in magnetohydrodynamics: induction and mixing.
Enrique Zuazua. Erlangen, Germany & Madrid, Spain & Bilbao, Spain
Inverse design for parabolic and hyperbolic problems.
WHEN
Wed.-Fri. September 24-26, 2025
Registration
Free but mandatory.
Registration form: https://www.math.fau.de/ls-analysis/hyperbolic/registration-form/
Registration deadline: July 1, 2025
WHERE
Economics Faculty
Friedrich-Alexander-Universität Erlangen-Nürnberg
See more at the official webpage of the event
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