The objective of this conference is to bring together researchers and students interested in the theoretical, numerical and application aspects of hyperbolic PDEs and other related models. The HYP2026 conference will provide an inspiring and productive forum for getting acquainted with the most recent developments in hyperbolic problems, stimulating and exchanging new ideas from different disciplines, and formulating new, challenging problems that will impact diverse fields of application. The conference aims to maintain the traditional balance of the HYP series by blending theory, numerics and applications.
It will cover a wide range of topics including:
- Theory and applications of hyperbolic balance laws
- Euler and Navier-Stokes equations, other PDEs in fluid dynamics
- Nonlinear wave equations and general relativity
- Kinetic equations and scaling limits of interacting particle systems
- Multifield problems, mixed-type PDEs, and PDEs of mathematical physics
- Stochastic evolution equations of hyperbolic type
- Multiscale problems and asymptotic modeling
- Numerical methods and scientific computing
- Optimization, control problems and inverse modeling
- Machine learning and data science aspects of hyperbolic conservation laws
Pleneray Speakers:
- Gui-Qiang
- G. Chen Manuel
- J. Castro Díaz
- Sigal Gottlieb
- Francis Filbet
- Gabriella Puppo
- Vlad Vicol
- Eduard Feireisl
- Ruiwen Shu
Invited Speakers:
- Elia Brue
- Gianluca Crippa
- Gregor Gassner
- Katrin Grunert
- Michael Herty
- Lorenzo Pareschi
- Bangwei She
- Li Wang
- Kailiang Wu
Organizers:
Christian Rohde, Mária Lukácová-Medvidová