You are hereHome The decomposition of optimal transportation problems with convex cost Candidate: Mauro BardelloniSupervisor: Stefano BianchiniAcademic Year: 2013-2014Research Group: Mathematical Analysis, Modelling, and ApplicationsPresent Position: Master Student in HPCSISSA/ICTPFile: Bardelloni-thesis.pdfPublication Related to the Thesis: • M. Bardelloni, S. Bianchini, The decomposition of optimal transportation problems with convex cost, Preprint SISSA 45/2014/MATE. arXiv:1409.0515. Search form Search Links Public Calls for Professors Temporary Researchers Temporary Technologists Research Fellowships Open positions in MathLab SISSA Mathematical Fellowships PhD Scolarships SIS Fellowships Pre-PhD Fellowships MSc in Mathematics Master Degree in Data Science and Scientific Computing Professional Master Courses SISSA Mathematics Medals SISSA Springer Series Recent publications H. Gowrachari; G. Stabile; G. Rozza, Model Reduction for Transport-... M. Braun; N. Gigli; R. McCann; S. Vincini, Causal Sobolev spaces and grad... F. Alouges; I. Anello; A. DeSimone; A. Lefebvre-Lepot; J. Levillain, Some mathematical models for f... M. Braun; N. Gigli; R. McCann; S. Vincini; M. Zanardini, Gradient flows of causally con...
