Lecture Notes and Abstracts
Surname 
Title 
Banks (Lecture 1) 

Banks (Lecture 2) 
Nonlinear Stochastic Markov Processes and Modeling Uncertainty in Population 
Barbone 
Two steps forward and one step back: Improved inverse problem solutions using improved forward solvers 
Casas 
A Paradox in the Approximation of Dirichlet Control Problems in Curved Domains 
Cliffe 
Flow in a Channel with a Sudden Expansion 
Dorn 
Level set methods for structural inversion 
Elliott 
Numerical analysis of an inverse problem for the eikonal equation 
Freitag 
Resolution of sharp fronts in the presence of model error in variational data assimilation 
Ghattas 
A stochastic Newton method for largescale statistical inverse problems, with application to seismic inversion 
Hoang 
Bayesian inverse problems for Burgers and HamiltonJacobi equations with whitenoise forcing 
Herzog 

Hintermueller 

Hinze 

Nichols 
Conditioning, Preconditioning and Regularization of the Optimal State Estimation Problem 
Scherzer 

Schoenlieb 
Regularized optimal transport for smoothing and density estimation 
Siltanen 

Simoni 
Regularizing Priors for Linear Inverse Problems 
Stuart Lecture 1 

Stuart Lecture 2 

Szepessy 

Tröltzsch Lecture 1 
Aspects of numerical analysis in the optimal control of nonlinear PDEs 
Tröltzsch Lecture 2 

Walther 
Solving largescale inverse electromagnetic scattering problems: A parallel ADbased approach 
Wathen 
Preconditioned iterative linear solvers for PDEconstrained Optimization problems 
Xiu 
An Efficient Surrogate Approach to Bayesian Inference in Inverse Problems 
Zuazua 
Control and Numerics : Continuous versus discrete approaches 