Evolution of Interfaces - Trimester Program

Evolution of Interfaces - Trimester Program

Hausdorff Center for Mathematics via YouTube Direct link

Daniel Faraco: Convex integration and mixing flows (part I)

9 of 30

9 of 30

Daniel Faraco: Convex integration and mixing flows (part I)

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Evolution of Interfaces - Trimester Program

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  1. 1 Camillo De Lellis: De Giorgi and Almgren in a simple setting (part I)
  2. 2 Camillo De Lellis: De Giorgi and Almgren in a simple setting (part II)
  3. 3 Camillo De Lellis: De Giorgi and Almgren in a simple setting (part III)
  4. 4 Camillo De Lellis De Giorgi and Almgren in a simple setting (part IV)
  5. 5 Yoshihiro Tonegawa: Introduction to Brakke's mean curvature flow (part I)
  6. 6 Yoshihiro Tonegawa: Introduction to Brakke's mean curvature flow (part II)
  7. 7 Yoshihiro Tonegawa: Introduction to Brakke's mean curvature flow (part III)
  8. 8 Yoshihiro Tonegawa: Introduction to Brakke's mean curvature flow (part IV)
  9. 9 Daniel Faraco: Convex integration and mixing flows (part I)
  10. 10 Daniel Faraco: Convex integration and mixing flows (part II)
  11. 11 Daniel Faraco: Convex integration and mixing flows (part III)
  12. 12 Daniel Faraco: Convex integration and mixing flows (part IV)
  13. 13 Henrik Shahgholian: Free boundaries on Lattice, and their scaling limits
  14. 14 Farid Bozorgnia: On a Class of Sing. Perturbed Elliptic Systems with Asymptotic Phase Segregation
  15. 15 Edgard Pimentel: Regularity theory for nonlinear PDEs
  16. 16 Erik Lindgren: Infinity-harmonic potentials in convex rings
  17. 17 Sagun Chanillo: Borderline Sobolev Inequalities on Symmetric Spaces with Applications
  18. 18 Gohar Aleksanyan: Regularity of the free boundary for the double obstacle problem in dimension two
  19. 19 Yash Jhaveri: Higher Regularity of the Singular Set in the Thin Obstacle Problem
  20. 20 Jonas Hirsch: Regularity of minimizers for a model of charged droplets
  21. 21 Herbert Koch: The thin obstacle problem: Carleman inequalities & higher regularity of the reg. part
  22. 22 Sebastian Schwarzacher: On compressible fluids interacting with a linear-elastic Koiter shell
  23. 23 F. Mengual: On the Muskat prob. with diff. mobilities & the vortex sheet prob. with non-fixed sign
  24. 24 Emil Wiedemann: On the Conservation of Energy/Entropy in Fluid Dynamics
  25. 25 Dominik Inauen: Isometric Embeddings Flexibility vs Rigidity
  26. 26 Helena Nussenzveig Lopes: Vorticity measures and vanishing viscosity
  27. 27 Stefano Modena: Non uniqueness for the transport equation with Sobolev vector fields
  28. 28 Josef Malek: On thermodynamically consistent boundary conditions for Korteweg fluids
  29. 29 Helmut Abels: Diffuse and Sharp Interface Models for Two Phase Flows
  30. 30 Christian Seis: Renormalization and energy conservation for the axisymmetric Euler equation

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