Harmonic Analysis and Partial Differential Equations - Trimester Program Lectures

Harmonic Analysis and Partial Differential Equations - Trimester Program Lectures

Hausdorff Center for Mathematics via YouTube Direct link

Guy David: A variant with many phases of the Alt Caffarelli and Friedman free boundary problem

40 of 42

40 of 42

Guy David: A variant with many phases of the Alt Caffarelli and Friedman free boundary problem

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Harmonic Analysis and Partial Differential Equations - Trimester Program Lectures

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  1. 1 Terence Tao: Equidistribution estimates for the primes
  2. 2 Ben Green: Bob Hough's solution of Erdős's covering congruences conjecture
  3. 3 James Maynard: Small gaps between primes
  4. 4 Camil Muscalu: Iterated Fourier series (1)
  5. 5 Alexander Volberg: From harmonic analysis problems to Hamilton-Jacobi-Bellman PDE and back (2)
  6. 6 Malabika Pramanik: Lacunarity, Kakeya type sets and directional maximal operators
  7. 7 Michael Christ: A Sharpened Hausdorff-Young Inequality
  8. 8 Yvan Martel: Dynamics of critical generalized KdV equation
  9. 9 Ciprian Demeter: Decoupling theorems and their applications
  10. 10 Sebastian Herr: Nonlinear dispersive equations with initial data in critical spaces (1)
  11. 11 Emanuel Carneiro: Extremal functions, hilbert spaces, and bounds for the Riemann zeta function
  12. 12 Patrick Gerard: Singular value dynamics and nonlinear Fourier transform for Hankel operators on the
  13. 13 Juan Velázquez: Some mathematical properties of a kinetic model of weak turbulence
  14. 14 Trevor Wooley: Efficient congruencing and a Diophantine inequality of Bourgain and Demeter
  15. 15 Thomas Duyckaerts: Profiles for bounded solutions of dispersive equations
  16. 16 James Wright: Maximal functions along lines and along curves
  17. 17 Tristan Buckmaster: Recent progress towards resolving Onsager's Conjecture
  18. 18 Ben Jaye: Reflectionless measures for singular integral operators
  19. 19 Pascal Auscher: On representation for solutions of boundary value problems for elliptic systems (2)
  20. 20 Zaher Hani: Effective dynamics for the cubic nonlinear Schroedinger equation confined by domain ...
  21. 21 Pierre Germain: The big box limit for 2D NLS on the torus deterministic and random settings
  22. 22 Pascal Auscher: On representation for solutions of boundary value problems for elliptic systems (3)
  23. 23 Po Lam Yung: A new twist on the Carleson operator
  24. 24 Benjamin Dodson: Conditional global existence and scattering for ...
  25. 25 Peer Kunstmann: Spectral multipliers for some elliptic systems
  26. 26 Antoine Choffrut: Weak Solutions to the stationary incompressible Euler equations
  27. 27 Pedro Pérez Caro: On uniqueness of an inverse problem for Maxwell equations
  28. 28 Ioan Bejenaru: Global well posedness for the Cubic Dirac equation in the critical space
  29. 29 Paul Feehan: Global existence and convergence of smooth solutions...
  30. 30 Sebastian Herr: Nonlinear dispersive equations with initial data in critical spaces (3)
  31. 31 Dirk Hundertmark: Some mathematical challenges from non linear fiber optics
  32. 32 Luis Vega: The dynamics of vortex filaments with corners
  33. 33 Sebastian Herr: Nonlinear dispersive equations with initial data in critical spaces (2)
  34. 34 Alex Kontorovich: Local-Global in Thin Orbits and Applications
  35. 35 I. Uriarte-Tuero: Two weight norm inequalities for singular and fractional integral operators in R^N
  36. 36 Junfeng Li: The Global well posedness for 3 D Kadomtsev Petviashvili II problem
  37. 37 Dmitryi Bilyk: Uniform distribution, lacunary Fourier series, and Riesz products
  38. 38 Kenji Nakanishi: Multi frequency NLS Limit for a model equation of water wave
  39. 39 Alexandru Ionescu: On the global stability of the wave map equation in Kerr spaces
  40. 40 Guy David: A variant with many phases of the Alt Caffarelli and Friedman free boundary problem
  41. 41 Nils Strunk: The energy-critical NLS posed on compact 3-manifolds
  42. 42 Armen Vagharshakhyan: Lower bounds for L1 discrepancy

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