Keyword: Wasserstein distance

Papers related to keyword:

• N. De Ponti - G. Stefani (Submitted Paper)
  Properties of Lipschitz smoothing heat semigroups (2024)
• L. Lussardi - A. Melchor Hernandez - M. Morandotti (M3AS)
  $\Gamma$-convergence of discrete energies modeling self-aggregation of stochastic particles (2024)
• L. Bungert (Advances in Continuous and Discrete Models)
  The inhomogeneous $p$-Laplacian equation with Neumann boundary conditions in the limit $p\to\infty$ (2023)
• G. Buttazzo - G. Carlier - K. Eichinger (Submitted Paper)
  Wasserstein interpolation with constraints and application to a parking problem (2022)
• Q. Xia - B. Zhou (Advances in Calculus of Variations)
  The existence of minimizers for an isoperimetric problem with Wasserstein penalty term in unbounded domains (2021)
• G. Buttazzo - G. Carlier - M. Laborde (Submitted Paper)
  On the Wasserstein distance between mutually singular measures (2017)
• A. Brancolini - B. Wirth (Accepted Paper: SIAM J. Math. Anal.)
  Optimal micropatterns in transport networks (2017)
• A. Brancolini - C. Rossmanith - B. Wirth (Archive for Rational Mechanics and Analysis)
  Optimal micropatterns in 2D transport networks and their relation to image inpainting (2017)
• M. Bongini - G. Buttazzo (Submitted Paper)
  Optimal Control Problems in Transport Dynamics (2016)
• A. Brancolini - B. Wirth (J. Math. Pures Appl.)
  Equivalent formulations for the branched transport and urban planning problems (2016)
• J. A. Carrillo - S. Lisini - E. Mainini (Nonlinear Anal. TMA)
  Gradient flows for non-smooth interaction potentials (2014)
• J. A. Carrillo - S. Lisini - E. Mainini (Discrete Contin. Dyn. Syst.-Series A)
  Uniqueness for Keller-Segel-type chemotaxis models (2014)
• F. Santambrogio (chapter in "Optimal Transportation, theory and applications", London Math. Soc.)
  Introduction to Optimal Transport Theory (2014)
• S. Fornaro - S. Lisini - G. Savaré - G. Toscani (Discrete Contin. Dyn. Syst.-Series A)
  Measure valued solutions of sub-linear diffusion equations with a drift term (2012)
• B. Maury - A. Roudneff-Chupin - F. Santambrogio - J. Venel (Net. Het. Media)
  Handling congestion in crowd motion models (2011)
• G. Crippa - M. Lecureux-Mercier (Accepted Paper: Nonlinear Differential Equations and Applications NoDEA)
  Existence and uniqueness of measure solutions for a system of continuity equations with non-local flow (2011)
• B. Maury - A. Roudneff-Chupin - F. Santambrogio (M3AS)
  A macroscopic crowd motion model of gradient flow type (2010)
• G. Buttazzo - G. Carlier - R. Tahraoui (Preprint)
  On some systems controlled by the structure of their memory (2010)
• N. Gigli - F. Otto (Accepted at Calc.Var and PDE)
  Entropic Burgers' equation via a minimizing movement scheme based on the Wasserstein metric (2010)
• N. Gigli - S. I. Ohta (Accepted Paper: Canad. Math. Bull.)
  First variation formula in Wasserstein spaces over compact Alexandrov spaces (2010)
• L. Natile - G. Savaré (Submitted Paper)
  A Wasserstein approach to the one-dimensional sticky particle system (2009)
• N. Gigli (Accepted Paper: Rendiconti di matematica)
  On the weak closure of convex sets of Probability measures (2009)
• D. Matthes - R. J. McCann - G. Savaré (Submitted Paper)
  A Family of Nonlinear Fourth Order Equations of Gradient Flow Type (2009)
• L. Ambrosio - N. Gigli (Accepted Paper: Methods and Applications of Analysis)
  Construction of the parallel transport in the Wasserstein space (2008)
• N. Gigli (Accepted Paper: Proceedings of the Edinburgh Mathematical Society)
  On Hölder continuity in time of the optimal transport map towards measures along a curve (2008)
• L. Ambrosio - F. Santambrogio (Rend. Lincei - Mat. e Appl.)
  Necessary optimality conditions for geodesics in weighted Wasserstein spaces (2007)
• U. Gianazza - G. Savaré - G. Toscani (Accepted Paper: Arch. Ration. Mech. Anal.)
  The Wasserstein gradient flow of the Fisher information and the Quantum Drift-Diffusion equation (2006)
• M. O. Rieger (Submitted Paper)
  Monotonicity of transport plans (2006)
• L. Ambrosio (Accepted Paper)
  Steepest descent flows and applications to spaces of probability measures (2005)
• L. Ambrosio - W. Gangbo (Submitted Paper)
  Hamiltonian ODE's in the Wasserstein space of probability measures (2005)
• L. Ambrosio - N. Gigli - G. Savaré (Accepted Paper)
  Gradient flows with metric and differentiable structures, and applications to the Wasserstein space (2003)