Microlocal Analysis and PDEs
Date: 20 - 22 July 2022
Location: University College London
Event type: Workshop
Organisers: Matteo Capoferri (Cardiff), Claudia Garetto (Loughborough), Dmitri Vassiliev (UCL)
This workshop is devoted to recent trends and developemtns in microlocal analysis and partial differential equations. Microlocal analysis is a technique that generalizes the Fourier transform in order to deal with PDEs with variable coefficients. The foundation of microlocal analysis was laid by Lars Hörmander and remains at the cutting edge of the modern analysis of PDEs. It has extensive application both within and outside mathematics, such as, among others, geometry, general relativity, inverse problems, (medical) image reconstruction techniques, tomography, seismology, etc. This event aims to promote and strengthen this research area.
CMI Enhancement and Partnership Program
10th Nairobi Workshop in Algebraic Geometry
University of Nairobi
Beyond the Horizon: Navigating Turbulence, Irregularity, and Stochasticity in Fluid Dynamics
ICMS Edinburgh
Geometry and Integrability
ICMS Edinburgh
Geometric Problems in Linear and Nonlinear PDEs
Sabhal Mor Ostaig, the Isle of Skye