Scheduled presentations:

• Keynote Discrete fully well balanced WENO finite difference schemes via a global-flux quadrature method
  *M. Kazolea (INRIA), C. Parés (University of Malaga), M. Ricchiuto (INRIA)
• Structure preserving methods via Global Flux quadrature: divergence-free preservation with continuous Finite Element
  *D. Torlo (SISSA), W. Barsukow (Institut de Mathématiques de Bordeaux), M. Ricchiuto (Inria Bordeaux)
• An arbitrarily high-order fully well-balanced hybrid finite element-finite volume method for one-dimensional blood flow models
  R. Abgrall (University of Zurich), W. Barsukow (Bordeaux University), *Y. Liu (University of Zurich)
• Efficient Tsunami Modeling with Hyperbolic-Dispersive Systems in GeoClaw
  *C. Muñoz (King Abdullah University of Science and Techn), M. Berger (Flaitron Insitute and Courant Institute), D. Ketcheson (King Abdullah University of Science and Techn), R. LeVeque (University of Washington & HyperNumerics LLC), K. Mandli (Columbia University)
• A General Procedure To Construct High-Order Well-Balance Finite Volume Schemes For 1D Hyperbolic Balance Laws With Singular Source Terms
  *M. Castro (Universidad de Málaga), I. Gómez Bueno (Universidad de Málaga), C. Parés Madroñal (Universidad de Malaga)