Scheduled presentations:

• Keynote A Linear Algebra Perspective on FFT-accelerated Finite Element Solvers for Periodic Homogenization
  M. Ladecký (University of Freiburg), I. Pultarová (Czech Technical University in Prague), *J. Zeman (Czech Technical University in Prague)
• Spectrum of the Lippmann-Schwinger Operator and Homogenization Schemes
  *H. Moulinec (CNRS/LMA), C. Bellis (CNRS/LMA)
• Level-set based composite voxels for FFT-based computational homogenization of thermal conductivity
  *J. Lendvai (University of Duisburg-Essen (UDE)), M. Schneider (University of Duisburg-Essen (UDE))
• FFT-based simulations of heterogeneous materials with combined non-uniform Neumann, Periodic and Dirichlet boundary conditions
  *L. Gélébart (CEA)
• A FFT-based method with Dirichlet and/or Neumann boundary conditions based on discrete sine-cosine transforms
  *J. Paux (ITheMM), L. Morin (University of Bordeaux)