Mathematical Analysis - Stable and Unstable Spectral Inequalities, Geometric Analysis, and Differential Equations

Mathematical Analysis - Stable and Unstable Spectral Inequalities, Geometric Analysis, and Differential Equations

Centre de recherches mathématiques - CRM via YouTube Direct link

On measure theoretic projection bodies

36 of 44

36 of 44

On measure theoretic projection bodies

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Mathematical Analysis - Stable and Unstable Spectral Inequalities, Geometric Analysis, and Differential Equations

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  1. 1 Videoconference: Stable and unstable spectral inequalities
  2. 2 Videoconference: Lambdas, bubbles, and spheres
  3. 3 Videoconference: L^P Norms Via Geodesic Beams
  4. 4 Videoconference: Viscosity limits for 0th order operators
  5. 5 Videoconference: Spectral asymptotics for stationary spacetimes
  6. 6 Videoconference: Homogenization of Steklov problems with applications to sharp isoperimetric bounds
  7. 7 Videoconference: Holomorphic motions, conformal welding and capacity
  8. 8 Videoconference: A quantification of the Besicovitch projection theorem and its generalizations
  9. 9 Videoconference: Bourgain-Brezis inequalities, applications and more
  10. 10 Scattering theory for differential forms and its relation to cohomology (videoconference)
  11. 11 Singularity formation in Black Hole interiors (videoconference)
  12. 12 Liouville theorems for the Navier-Stokes equations
  13. 13 The spectral gap of a random hyperbolic surface
  14. 14 Perturbed Haar function expansions
  15. 15 Restriction of eigenfunctions to sparse sets on manifolds
  16. 16 Uniform rectifiability and elliptic operators satisfying a Carleson measure condition
  17. 17 On Controllability of Waves and Geometric Carleman Estimates
  18. 18 Strangling of the fundamental gap in hyperbolic space
  19. 19 Optimal domains for the first curl eigenvalue
  20. 20 On the stable rank of algebras of bounded holomorphic functions
  21. 21 Boundedness and continuity for rearrangements on spaces defined by mean oscillation
  22. 22 Entropy production in nondegenerate diffusions: large times and small noises
  23. 23 Ergodic theorems along trees
  24. 24 Locally dissipative solutions of the Euler equations
  25. 25 Various formulations and approximations of incompressible fluid motion in porous media
  26. 26 Multi-scale analysis of Jordan curves
  27. 27 Ergodic properties of eigenfunctions
  28. 28 Failure of approximation of odd functions by odd polynomials
  29. 29 Control of eigenfunctions on negatively curved surfaces
  30. 30 A Funk perspective on convex geometry
  31. 31 Integrated density of states of the periodic Airy-Schrödinger operator
  32. 32 On Stationary Solutions to the Stochastic Heat Equation
  33. 33 Towards optimal spectral gaps in large genus
  34. 34 Prime ends for domains in metric measure spaces and their use in potential theory and QC theory
  35. 35 BV functions and some functional inequalities on nested fractals
  36. 36 On measure theoretic projection bodies
  37. 37 Some results on harmonic maps with free boundary and beyond
  38. 38 The extremal length systole of the Bolza surface
  39. 39 Kevin Pilgrim: Conformal surface embeddings and extremal length
  40. 40 Blake Keeler: The Two-Point Weyl Law on Manifoods without Conjugate points
  41. 41 Norm Levenberg: Zeros of Random Polynomial Mappings in several complex variables
  42. 42 Stefano Decio: Zeros of sums of eigenfucntions
  43. 43 Alvaro Romaniega: Nodal Sets of Monochromatic waves from a deterministic and random point of view
  44. 44 Maria Ntekoume: Critical well-posedness for the derivative nonlinear Schrödinger equation onthe line

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