Thematic Sessions
Thematic sessions aim to bring together experts and enthusiasts alike to share their insights, research findings, and applications related to free boundary problems. By exploring both their theoretical foundations and practical implications, participants gain a deeper understanding of various physical phenomena across diverse fields, including theoretical advances, computational approaches, interdisciplinary applications, open problems, and future directions.
Free Boundary Problems in Compressible Fluid Mechanics and Related Areas
Coordinators:
Gui-Qiang G. Chen (University of Oxford, England)
Mikhail Feldman (University of Wisconsin, USA)
Wei Xiang (University of Hong Kong, Hong Kong)
Gui-Qiang G. Chen (University of Oxford, England)
Mikhail Feldman (University of Wisconsin, USA)
Wei Xiang (University of Hong Kong, Hong Kong)
Speaker: Mikhail Feldman (University of Wisconsin-Madison)
Title: Self-similar solutions to two-dimensional Riemann problems and transport equations
Title: Self-similar solutions to two-dimensional Riemann problems and transport equations
Speaker: Helena Judith Nussenzveig (Universidade Federal do Rio de Janeiro, Brazil)
Title: Absence of anomalous dissipation for vortex sheet evolution in 2D incompressible flows
Title: Absence of anomalous dissipation for vortex sheet evolution in 2D incompressible flows
Speaker: Jie Kuang (Innovation Academy for Precision Measurement Science and Technology)
Title: Hypersonic similarity for steady hypersonic flow over two-dimensional Lipschitz wedge
Title: Hypersonic similarity for steady hypersonic flow over two-dimensional Lipschitz wedge
Speaker: Tian-Yi Wang (Wuhan University of Technology)
Title: On the asymptotic behavior of Subsonic Flows with Large Vorticity and Characteristic Discontinuities
Title: On the asymptotic behavior of Subsonic Flows with Large Vorticity and Characteristic Discontinuities
Speaker: Wladimir Neves (Universidade Federal do Rio de Janeiro, Brazil)
Title: The study of compressible Euler equations in two spatial
variables for non-potential flows, and an analysis of the pseudo-subsonic
regime in the potential case
Title: The study of compressible Euler equations in two spatial
variables for non-potential flows, and an analysis of the pseudo-subsonic
regime in the potential case
Speaker: Wei Xiang (City University of Hong Kong, Hong Kong)
Title: Convexity, uniqueness, and stability of the regular shock reflection-diffraction problem
Title: Convexity, uniqueness, and stability of the regular shock reflection-diffraction problem
Free Boundaries in Fractional Diffusion
Free Boundaries in Materials Science
Free boundary problems in Life Sciences
Interfaces and Free Boundaries in Machine Learning
Lower dimensional free boundary problems
Numerical methods and analysis for free and moving boundary/interface/surface problems
Phase field models
Regularity issues in Free Boundary Problems
Recent Applications of Quasi-variational Inequalities
Stability and bifurcation in FB models in Life Sciences and Fluids
Interface in data science