Keyword: optimal transportation

Papers related to keyword:

• F. Cavalletti - A. Mondino (accepted: Advances in Math.)
  Measure rigidity of Ricci curvature lower bounds (2016)
• F. Cavalletti (Accepted Paper: GAFA)
  Decomposition of geodesics in the Wasserstein space and the globalization problem (2013)
• F. Cavalletti - M. Huesmann (Bull. London Math. Soc. )
  Self-intersection of Optimal geodesics (2013)
• G. Buttazzo - F. Santambrogio - E. Stepanov (Ann. Scuola Norm. Sup. Pisa Cl. Sci.)
  Asymptotic optimal location of facilities in a competition between population and industries (2013)
• D. Lesesvre - P. Pegon - F. Santambrogio (Set-Valued and Variational Analysis)
  Optimal transportation with an oscillation-type cost: the one-dimensional case (2013)
• L. Ambrosio - T. Rajala (Accepted Paper: Ann. Mat. Pura Appl.)
  Slopes of Kantorovich potentials and existence of optimal transport maps in metric measure spaces (2012)
• L. Ambrosio - M. Colombo - G. De Philippis - A. Figalli (Accepted Paper: Comm. Partial Differential Equations)
  Existence of Eulerian solutions to the semigeostrophic equations in physical space: the 2-dimensional periodic case (2012)
• G. De Philippis - A. Figalli (Accepted Paper: Anal. PDE)
  Second order stability for the Monge-Ampere equation and strong Sobolev convergence of optimal transport maps (2012)
• L. Ambrosio - M. Colombo - G. De Philippis - A. Figalli (Accepted Paper: Discrete Contin. Dyn. Syst.)
  A global existence result for the semigeostrophic equations in three dimensional convex domains (2012)
• C. Jimenez - F. Santambrogio (Accepted Paper: J. Math. Pures et Appl.)
  Optimal transportation for a quadratic cost with convex constraints and applications (2011)
• L. Ambrosio (Proceedings)
  An overview on calculus and heat flow in metric measure spaces and spaces with Riemannian curvature bounded from below (2011)
• S. Bianchini - F. Cavalletti (Accepted Paper: ``Nonlinear Conservation Laws and Applications", IMA Vol. Math. Appl., Springer, New York.)
  The Monge problem in geodesic spaces (2010)
• E. Paolini - E. Stepanov (J. Math. Sciences (N.Y.))
  Connecting measures by means of branched transportation networks at finite cost (2009)
• A. Brancolini - G. Buttazzo - F. Santambrogio - E. Stepanov (ESAIM Control Optim. Calc. Var.)
  Long-term planning versus short-term planning in the asymptotical location problem (2009)
• L. Ambrosio - N. Gigli (Accepted Paper: Methods and Applications of Analysis)
  Construction of the parallel transport in the Wasserstein space (2008)
• G. Bouchitté - G. Buttazzo - L. De Pascale (Preprint)
  The Monge-Kantorovich problem for distributions and applications (2008)
• L. Ambrosio - A. Figalli (Accepted Paper: Calc. Var. Partial Differential Equations)
  On the regularity of the pressure field of Brenier's weak solutions to incompressible Euler equations (2007)
• L. Ambrosio - A. Figalli (Accepted Paper: Arch. Rat. Mech. Anal.)
  Geodesics in the space of measure-preserving maps and plans (2007)
• A. Figalli (Accepted Paper: SIAM Journal on Mathematical Analysis)
  Existence, uniqueness and regularity of optimal transport maps (2006)
• G. Buttazzo - A. Pratelli - E. Stepanov (SIAM J. Opt)
  Optimal pricing policies for public transportation networks (2006)
• A. Figalli (Accepted Paper: Rend. Sem. Mat. Univ. Padova)
  The Monge problem on non-compact manifolds (2006)
• E. Paolini - E. Stepanov (Interfaces and Free Boundaries)
  Optimal transportation networks as flat chains (2006)