Asymptotic analysis of a class of optimal location problems

Type: Article

Publication Date: 2010-10-26

Citations: 37

DOI: https://doi.org/10.1016/j.matpur.2010.10.009

Locations

  • HAL (Le Centre pour la Communication Scientifique Directe) - View
  • Journal de Mathématiques Pures et Appliquées - View

Similar Works

Action Title Year Authors
+ Asymptotics for geometric location problems over random samples 1999 K. McGivney
J. E. Yukich
+ Asymptotics for geometric location problems over random samples 1999 K. McGivney
J. E. Yukich
+ PDF Chat Asymptotic optimal location of facilities in a competiton between population and industries 2013 Giuseppe Buttazzo
Filippo Santambrogio
Eugene Stepanov
+ Asymptotic optimal location of facilities in a competition between population and industries 2013 Giuseppe Buttazzo
Filippo Santambrogio
Eugene Stepanov
+ PDF Chat Asymptotic normality in a generalized occupancy problem 1972 Lars Holst
+ Limit Laws for Empirical Optimal Transport 2022 Klatt Marcel
+ Wasserstein Distance on Finite Spaces: Statistical Inference and Algorithms 2017 Max Sommerfeld
+ A random locational M-estimation problem based on the L2-Wasserstein distance 2015 Abdelaati Daouia
Ingrid Van Keilegom
+ On the Minimax Optimality of Estimating the Wasserstein Metric 2019 Tengyuan Liang
+ Bounding quantiles of Wasserstein distance between true and empirical measure 2019 Samuel N. Cohen
Martin Tegnér
Johannes Wiesel
+ Bounding quantiles of Wasserstein distance between true and empirical measure 2019 Samuel N. Cohen
Martin Tegnér
Johannes Wiesel
+ PDF Chat Long-term planning versus short-term planning in the asymptotical location problem 2006 Alessio Brancolini
Giuseppe Buttazzo
Filippo Santambrogio
Eugene Stepanov
+ A contribution to Optimal Transport on incomparable spaces 2020 Titouan Vayer
+ PDF Chat Asymptotic Coupling and Its Applications in Information Theory 2018 Lei Yu
Vincent Y. F. Tan
+ Modélisation de la dépendance pour des statistiques d'ordre et estimation non-paramétrique. 2016 R. Dieter Fischer
+ PDF Chat Empirical optimal transport between different measures adapts to lower complexity 2024 Shayan Hundrieser
Thomas Staudt
Axel Munk
+ Un théorème limite conditionnel : applications à l'inférence conditionnelle et aux méthodes d'Importance Sampling 2012 Virgile Caron
+ Asymptotics of smoothed Wasserstein distances in the small noise regime 2022 Yunzi Ding
Jonathan Niles‐Weed
+ Inference for Empirical Wasserstein Distances on Finite Spaces 2016 Max Sommerfeld
Axel Munk
+ Inference for Empirical Wasserstein Distances on Finite Spaces 2016 Max Sommerfeld
Axel Munk