filmov
tv
Eugenia Malinnikova: Yau's conjecture on zero sets of Laplace eigenfunctions
Показать описание
This talk was given on November 17 at Harvard University at the CDM Conference
Eugenia Malinnikova: Yau's conjecture on zero sets of Laplace eigenfunctions
Eugenia Malinnikova: Frequency function methods in PDE VI
Eugenia Malinnikova, Quantitative Unique Continuation for Solutions of Second Order Elliptic..., 1.1
Aleksandr Logunov: New results on Landis conjecture and Yau's conjecture.
Quantitative propagation for solutions of elliptic equations – A. Logunov & E. Malinnikova – ICM...
Eugenia Malinnikova, 3.1, Quantitative Unique Continuation for Solutions of Second Order...
Eugenia Malinnikova, 1.3, Quantitative Unique Continuation for Solutions of Second Order Elliptic..
Eugenia Malinnikova, Quantitative Unique Continuation for Solutions of Second Order Elliptic...,1.2
Two questions of Landis and their applications - Eugenia Malinnikova
Eugenia Malinnikova : Uncertainty principles for discrete Schrödinger evolutions
Chiu-Chu Melissa Liu: On the remodeling conjecture for toric Calabi-Yau 3-orbifolds
Proof of S-duality conjecture on quintic threefold (Part 1)
Week 10: Community Detection - Part 7: Eigenvalue of Laplacian as Approximation of Optimal Cut
In Pursuit of Structure: Why a Little Randomness (Almost) Always Helps
International Conference on Symplectic Topology - Families of Monotone Lagrangians
Nick Sheridan: Versality at the boundary of the moduli space (II)
M. Shcherbina (1.1) Transfer matrix approach to 1d random band matrices.
Ana Caraiani: Vanishing theorems for Shimura varieties at infinite level
Bias in cubic Gauss sums - Maksym Radziwill
Distinguishing monotone Lagrangians via holomorphic annuli - Ailsa Keating
Structure theorems for intertwining wave operators - Wilhelm Schlag
Andre Neves: Recent progress on minimal surfaces I
New Rational Cubic Fourfolds via Cremona Transformation
Horng-Tzer Yau (1.2) Dynamical Methods In Random Matrices
Комментарии