Polyhedral Methods in Geosciences -

. .

Résumé :
J. Droniou et al., Non-conforming ?nite elements on polytopal meshes.- C. Canc?s et al., Error estimates for the gradient discretization method on degenerate parabolic equations of porous medium type.- K. Brenner et al., Nodal discretization of two-phase discrete fracture matrix models.- Jan M. Nordbotten and E. Keilegavlen, An introduction to multi-point ?ux (MPFA) and stress (MPSA) ?nite volume methods for thermo-poroelasticity.- Paola F. Antonietti et al., High-order discontinuous Galerkin methods on polyhedral grids for geophysical applications: seismic wave propagation and fractured reservoir simulations.- L. Botti et al., A hybrid high-order method for multiple-network poroelasticity.- D. Adak et al., The mixed virtual element method for the Richards equation.- A. Fumagalli et al., Performances of the mixed virtual element method on complex grids for underground ?ow....

Biographie:
Daniele Di Pietro has been full professor since 2012 and is presently Director of Institut Montpelli?rain Alexander Grothendieck at University of Montpellier (France). He is author of 3 research monographs published by Springer and of over 80 scientific papers published in refereed international journals or conference proceedings. He currently serves as associate editor for Numerical Algorithms (Springer). His research fields include the development and analysis of advanced numerical methods for partial differential equations, with applications to fluid and solid mechanics and porous media. Over his career, he has supervised 10 Ph.D. students and 6 post-doctoral fellows.