Speakers

Liliana Borcea, Rice University - Filtering Random Effects in Imaging

Alain Damlamian, Université Paris - The Unfolding Method as a Way to Homogenize Known Results

Yalchin Efendiev, Texas A&M - Mixed Multiscale Finite Element Method Using Limited Global Information

Bjorn Enguist, University of Texas - Analysis of Heterogeneous Multiscale Methods

Ibrahim Fatkullin, University of Arizona - A Computational Strategy for Multiscale Systems with Application to Lorenz 96 Model 

Ivan Graham, University of Bath - A New Multiscale Finite Element Method for High-Contrast Elliptic Interface Problems

Marcus Grote, University of Basel - Finite Element Heterogeneous Multiscale Method for the Wave Equation

Viet Ha Hoang, Nanyang Technological University - Sparse Finite Element Method for Periodic Multiscale Nonlinear Monotone Problems

Phaedon-Stelios Koutsourelakis, Cornell University - Bayesian Reduced-Order Models for Multiscale Dynamical Systems

Omar Lakkis, University of Sussex - Error Control via Elliptic Reconstruction in Some Evolution Equations

Ben Leimkuhler, University of Edinburgh - Controlled Variable Molecular Dynamics

Tony Lelievre, École Nationale des Ponts et Chaussées - Multiscale Models for Viscoelastic Fluids and Longtime Behaviour

Tiejun Li, Peking University - Hybrid Methods in Simulating Chemical Kinetic Systems

Ping Lin, University of Dundee - The Quasi-Continuum Approximation and Virtual Internal Bond Model for Material Fracture

Mitchell Luskin, University of Minnesota - Predictive and Efficient Quasicontinuum Methods

Pingbing Ming, Chinese Academy of Sciences - Understanding Quasicontinuum Method: Numerical Analysis and Beyond

Greg Pavliotis, Imperial College London - Parameter Estimation for Multiscale Diffusions

Serge Prudhomme, University of Texas - Error Estimation and Adaptivity for Atomistic-to-Continuum Coupling Methods

Olof Runborg, Royal Institute of Technology - A Multiscale Method for the Wave Equation in Heterogeneous Medium

Rob Scheichl, University of Bath - Multilevel Iterative Solvers Versus Upscaling/Multiscale Techniques

Christoph Schwab, ETH Zurich - Sparse Adaptive Tensor FEM for Elliptic Periodic Multiscale Problems

Richard Sharp, Carnegie Mellon University - Macroscopic Variables for Numerical Multiscale Methods: Applications to Highly Oscillatory ODEs

Valery Smyshlyaev, University of Bath - Homogenisation with "Partial" Degeneracies and Applications

Rob Stevenson, Universiteit van Amsterdam - Adaptive Tensor Product Wavelet Methods

Gabriel Stoltz, École Nationale des Ponts et Chaussées - Adaptive Methods for Computational Statistical Physics

Richard Tsai, University of Texas - Numerical Multiscale Algorithms for Highly Oscillatory ODEs

Pingwen Zhang, Peking University - Nucleation and Boundary Layer in Diblock Copolymer SCFT Model

Kostas Zygalakis, University of Oxford - On the Existence of Modified Equations for Stochastic Differential Equations