Category -
- 2025-Spring Seminar
- Dec. 3. 2024, Hyunwoo Kwon, Local $C^1$, $C^2$, and Schauder estimates for Stokes equations with variable coefficients II
- Nov. 26. 2024, Hyunwoo Kwon, Local Sobolev, $C^1$, $C^2$, and Schauder estimates for Stokes equations with variable coefficients
- Nov. 19. 2024, Xiaoding Yang, Minimal surface problem II
- Nov. 12. 2024, Xiaoding Yang, Minimal surface problem I
- Oct. 29. 2024, Alex Cohen, Lower bounds for incidences II
- Oct. 22. 2024, Alex Cohen, Lower bounds for incidences I
- Oct. 15. 2024, Martin Ulmer, The $L^p$ Dirichlet problem, part II
- Oct. 8. 2024, Martin Ulmer, The $L^p$ Dirichlet problem
- Oct. 1. 2024, Maria Prat Colomer, Computer-assisted proofs in ODEs and PDEs
- Sep. 24. 2024, Marcus Pasquariello, Medians, Oscillation, and Weakly Porous Sets II
- Sep. 17. 2024, Marcus Pasquariello, Medians, Oscillation, and Weakly Porous Sets I
- Sep. 10. 2024, Ben Foster, Two methods for studying level sets of solutions to elliptic PDEs
- 2024-Fall Seminar
- Apr 23. 2024, Wenrui Huang, Stationary Phase and Dispersive Estimates II
- Apr 16. 2024, Wenrui Huang, Stationary Phase and Dispersive Estimates I
- Apr 9. 2024, Aidan Backus, Optimal Lipschitz extension II
- Apr 2. 2024, Aidan Backus, Optimal Lipschitz extension I
- Mar 19. 2024, Hyunwoo Kwon, Local Well-posedness and singularity formation of Burgers equations
- Mar 12. 2024, Hyunwoo Kwon, Local Well-posedness of Burgers equations with Sobolev initial data
- Mar 5. 2024, Nathan Wagner, Sparse Domination of the Dyadic Hilbert Transform with Non-Doubling Measures II
- Feb. 27. 2024, Nathan Wagner, Sparse Domination of the Dyadic Hilbert Transform with Non-Doubling Measures I
- Feb 22. 2024, Zhuolun Yang, On stationary Navier-Stokes equations (unusual time and location)
- Feb 13. 2024, Zhuolun Yang, On stationary Navier-Stokes equations
- Feb 6. 2024, Alexander Edward Ortiz, A sharp Mizohata--Takeuchi-type theorem for the cone II
- Jan 30. 2024, Alexander Edward Ortiz, A sharp Mizohata--Takeuchi-type theorem for the cone I
- 2024-Spring Seminar
- Dec. 5. 2023, Paige Bright, Exceptional Set Estimates
- Nov. 28. 2023, Paige Bright, From Discrete Geometry to Geometric Measure Theory
- Nov. 16. 2023, Cole Graham, Shock formation in weakly viscous compressible fluids
- Nov. 7. 2023, Cole Graham, Vanishing viscosity and Burgers shock formation
- Oct. 31. 2023, Benjamin Dees, Harmonic Maps into Singular Spaces II
- Oct. 24. 2023, Benjamin Dees, Harmonic Maps into Singular Spaces I
- Oct. 17. 2023, Junhwa Jung, Hydrodynamic limit of Boltzmann equation II
- Oct. 11. 2023, Junhwa Jung, Hydrodynamic limit of Boltzmann equation I (unusual Time 12:00 - 13:30)
- Oct. 3. 2023, Junhee Ryu, Nonlocal equations on domains II
- Sep. 26. 2023, Junhee Ryu, Nonlocal equations on domains
- Sep. 19. 2023, Tainara Gobetti Borgers, A singular variant of the Falconer distance problem II
- Sep. 12. 2023, Tainara Gobetti Borgers, A singular variant of the Falconer distance problem I
- 2023-Fall seminar
- Apr. 25. 2023, Timur Yastrzhembskiy, Global well-posedness of the Landau equation near Maxwellian II
- Apr. 18. 2023, Timur Yastrzhembskiy, Global well-posedness of the Landau equation near Maxwellian I
- Apr. 11. 2023, Nathan Wagner, Riesz-Kolmogorov Type Compactness Criteria in Function Spaces with Applications II
- Apr. 4. 2023, Nathan Wagner, Riesz-Kolmogorov Type Compactness Criteria in Function Spaces with Applications I
- Mar. 21. 2023, Patrick Flynn, Hormander's Hypoellipticity Theorem II
- Mar. 14. 2023, Patrick Flynn, Hormander's Hypoellipticity Theorem I
- Mar. 7. 2023, Bekarys Bekmaganbetov, Generalized Fefferman-Stein theorem and parabolic PDEs
- Feb. 28. 2023, Bekarys Bekmaganbetov, Generalized Fefferman-Stein theorem
- Feb. 14. 2023, Hyunwoo Kwon, a role of pressure in the regularity theory of Navier-Stokes equations
- Feb. 7. 2023, Aidan Backus, The fractal uncertainty principle II (Fractals of small dimension)
- Jan. 31. 2023, Aidan Backus, The fractal uncertainty principle I (Application to spectral theory)
- 2023-Spring seminar