Applied Analysis Reading Group
Most of the lecture in this series are short courses of about four lectures each; the purpose of these lectures is to give an introduction to analytic techniques and point to the literature in the field. Lectures are occasionally interspersed with seminars.
Time and location: Wolfson Theatre (4W 1.7), Thursdays at 4:15pm unless stated otherwise.
We maintain a mailing list for this seminar. Please contact me if you wish to be included.
Current
- Max von Renesse: Hamiltonian Mechanics on Wasserstein Space and Quantum Fluid Models (26 March, jointly with Probability)
(Abstract)
- Jey Sivaloganathan: The Volume Derivative and Fracture Surfaces in Strain Space
- Stephan Luckhaus: Gibbs Gradient Young measures, a stochastic version of twoscale convergence in nonlinear
elasticity (5 March, jointly with Probability)
- Hong Duong: A Hamiltonian-Gradient flow splitting
approximation scheme for a Vlasov-Fokker-Planck equation (23
February & 1
March) (Abstract)
- Michael Herrmann: Multi-scale analysis of non-local Fokker-Planck equations (Seminar, 16 February)
(Abstract)
- Hannes Uecker: Approximating the dynamics of active cells in a diffusive medium
by ODEs - Homogenization with Localization (Seminar)
(Abstract)
- Hartmut Schwetlick: An introduction to Schauder theory for elliptic regularity
Previous
- Marshall Slemrod: Entropy, Elasticity, and Embedding of Riemannian Manifolds (Seminar)
- Markus Haase: Ergodic Theory - an Introduction from an Operator-Theoretic Perspective
- Andrea Braides: Multi-scale Problems for Lattice Systems (Seminar)
- Christine Veney: Normal form analysis for lattice models
- Tim Sullivan: Optimal Uncertainty Quantification (Seminar)
- John Toland: Real-analytic Operators in Banach Spaces - Basic Properties
- Adam Boden: Local Centre Manifold Theory in Infinite Dimensions
- Daniel Sutton: An Introduction to the Homogenisation of Integral Functionals
