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Shades of h-principle in foliation theory - Gael Meigniez
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Classroom Contents
Seminar in Analysis and Geometry
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- 1 Shades of h-principle in foliation theory - Gael Meigniez
- 2 The Shock Development Problem - Tristan Buckmaster
- 3 On embeddings of manifolds - Dishant Mayurbhai Pancholi
- 4 3D Navier-Stokes equations: the dynamics of a blow-up - Alexey P Cheskidov
- 5 Building linear homotopies in metric topology with scalable spaces - Aleksandr Berdnikov
- 6 On Arnold's formula for the second variation of energy on orbits of 2d vorticities - Vladimír Sverák
- 7 h-principle without pre-conditions for ridgy Lagrangians transverse to a distr... - Yakov Eliashberg
- 8 The landscape law and wave localization - Svitlana Mayboroda
- 9 Floer homology of Hamiltonians supported on subsets - Shira Tanny
- 10 Non-uniqueness of Leray solutions of the forced Navier-Stokes equations - Dallas Albritton
- 11 Honda-Huang's work on contact convexity revisited - Dishant Mayurbhai Pancholi
- 12 Euler flows with local energy dissipation - Hyunju Kwon
- 13 Totally nonparallel immersions - Michael Harrison
- 14 H1/2− weak solutions of the 3D Euler equations - Matthew Novack
- 15 Weak solutions to MHD equations - Daniel Faraco
- 16 Level Sets of Weakly Lipschitz Functions - Bobby Wilson
- 17 Singularity formation for reduced models of fluid equations - Mimi Dai
- 18 Global well-posedness for the 2D one-phase Muskat equations -Hongjie Dong
- 19 Metrics of constant Chern scalar curvature - Xi Sisi Shen
- 20 Positive Lyapunov exponents and mixing in stochastic fluid flow. Part III - Samuel Punshon-Smith
- 21 Remarks on the long-time dynamics of 2D Euler - Theodore Dimitrios Drivas
