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2023-05-24
Blow-up for the 1d cubic NLS and related systems
- Author/s:
- Luis Vega
- Place:
- IHES, Conference in honor of F. Merle’s. Bures sur Yvette, France
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2023-03-13
New Conservations Laws and Energy Cascade for 1d Cubic NLS
- Author/s:
- Luis Vega
- Place:
- University of Cambridge, Dept. of Mathematics
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2022-03-17
Matemáticas y Turbulencia
- Author/s:
- Luis Vega
- Place:
- Universidad Politécnica de Madrid
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2022-02-28
Intermittency and the Talbot effect
- Author/s:
- Luis Vega
- Place:
- Université Lyon1
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2021-11-01
Lower Bounds for Oscillatory Integrals
- Author/s:
- Luis Vega
- Place:
- Depart. of Mathematics, Brown University., RI, USA
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2021-10-18
Fluctuations of ∂-moments of the free Schr¨odinger equation
- Author/s:
- Luis Vega, BCAM-UPV/EHU
joint work with S. Kumar and F. Ponce-Vanegas
- Place:
- ICERM, Brown University, Providence USA
-
2021-09-17
Riemann's non-differentiable function and the binormal curvature flow
- Author/s:
- Luis Vega
- Place:
- ICERM, Brown University, Providence USA
-
2021-08-02
Riemann's non-differentiable function and the binormal curvature flow
- Author/s:
- Luis Vega
- Place:
- Virtual - Inst. Matem Pura e Appl (IMPA), Rio de Janeiro, Brasil
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2021-05-05
Riemann's non-differentiable function and the binormal curvature flow
- Author/s:
- Luis Vega
- Place:
- Virtual - ECOLE NORMALE SUPERIEURE DE LYON
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2021-04-12
Riemann's non-differentiable function and the binormal curvature flow
- Author/s:
- Luis Vega
- Place:
- Virtual - Math. Science Res. Int. (MSRI), Berkeley, USA
-
2021-01-08
Riemann’s non-differentiable function and the binormal curvature flow
- Author/s:
- Luis Vega
- Place:
- Virtual - NYU Abu Dhabi
-
2020-12-08
Riemann’s non-differentiable function and the binormal curvature flow
- Author/s:
- Luis Vega
- Place:
- Virtual - One World PDE Seminar, Shangai
-
2020-10-28
Riemann’s non-differentiable function and the binormal curvature flow
- Author/s:
- Luis Vega
- Place:
- Virtual - Fields Institute, Toronto
-
2020-10-24
Riemann’s non-differentiable function and the binormal curvature flow
- Author/s:
- Luis Vega and V. Banica
- Place:
- Toronto
-
2020-10-20
Riemann’s non-differentiable function and the binormal curvature flow
- Author/s:
- Luis Vega
- Place:
- Virtual-Building Bridges-Academia Europea Barcelona Knowledge Hub
-
2020-09-10
The binormal flow, the Talbot effect, and non-circular jets
- Author/s:
- Luis Vega, V. Banica and F. De la Hoz
- Place:
- PDE zoom-seminar, Shanghai
-
2019-02-08
Lower bounds for schrödinger evolutions
- Author/s:
- Luis Vega
- Place:
- UCSB
-
2017-01-27
Shell interactions for dirac operators: an isoperimetric-type Inequality
- Author/s:
- Luis Vega (with N. Arrizabalaga and A. Mas)
- Place:
- Zaragoza
-
2016-12-14
Singular solutions of the Binormal Flow: transfer of energy and momentum
- Author/s:
- Luis Vega
- Place:
- Valdivia, Chile
-
2016-10-20
The Talbot Effect and The Evolution of Vortex Filaments
- Author/s:
- Luis Vega
- Place:
- MSRI, USA
-
2016-08-23
Shell interactions for Dirac operators: An isoperimetric-type inequality
- Author/s:
- Luis Vega (with N:Arrizabalaga and A.Mas)
- Place:
- Sapporo, Japan
-
2015-06-25
Some Remarks about the Uncertainty Principle
- Author/s:
- Luis Vega
- Place:
- UAM, Spain
-
2015-06-17
The vortex filament equation for a regular polygon and the Talbot effect
- Author/s:
- Luis Vega
- Place:
- https://www.youtube.com/watch?v=Z1gXJKLw2Fo
-
2014-11-13
El tablero de Galton
- Author/s:
- Izaskun Bayo (UPV/EHU)
Ainhoa Vega (UPV/EHU)
Luis Vega (UPV/EHU-BCAM)
- Place:
- Facultad de Ciencia y Tecnología de la UPV/EHU
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2014-09-21
Shell interactions for Dirac operators: selfadjointeness, point spectrum, and confinement
- Author/s:
- Luis Vega (with N. Arrizabalaga and A.Mas)
- Place:
- Chicago, USA
-
2012-11-02
Las Matemáticas están para usarlas
- Author/s:
- Luis Vega
- Place:
- UPV/EHU, Spain
-
2012-03-26
Stability of the Selfsimilar Dynamics of a Vortex Filament
- Author/s:
- Luis Vega
- Place:
- CIRM, Luminy
-
2012-01-11
Some Remarks About the Uncertainty Principle
- Author/s:
- Luis Vega
- Place:
- Carlos III University, Madrid
-
2011-10-19
Asymptotic Lower Bounds for Solutions to Dispersive Equations
- Author/s:
- Luis Vega
- Place:
- Mexico DF
-
2011-09-01
A New Approach to Hardy's Uncertainty Principle
- Author/s:
- Luis Vega, L. Escauriaza, C.E. Kenig, G. Ponce
- Place:
- Lexington
-
2011-06-14
Unidad de Biomedicina Cuantitativa
- Author/s:
- Luis Vega
- Place:
- BioCruces, Barakaldo
-
2011-06-10
A Geometric Description of the Formation of Singularities in the Binormal Flow
- Author/s:
- Luis Vega
- Place:
- ETH Zurich
-
2010-06-01
Oscillatory Integrals and Euler Equations
- Author/s:
- Luis Vega
- Place:
- CSIC Madrid
-
2006-01-03
The initial value problem for non-linear Schrödinger equations
- Author/s:
- Luis Vega
- Place:
- ICM Madrid
