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Curvature effects on the empirical mean in Riemannian and affine
  Manifolds: a non-asymptotic high concentration expansion in the small-sample
  regime

Curvature effects on the empirical mean in Riemannian and affine Manifolds: a non-asymptotic high concentration expansion in the small-sample regime

18 June 2019
Xavier Pennec
ArXiv (abs)PDFHTML

Papers citing "Curvature effects on the empirical mean in Riemannian and affine Manifolds: a non-asymptotic high concentration expansion in the small-sample regime"

4 / 4 papers shown
Title
Wrapped Gaussian on the manifold of Symmetric Positive Definite Matrices
Wrapped Gaussian on the manifold of Symmetric Positive Definite Matrices
Thibault de Surrel
Fabien Lotte
Sylvain Chevallier
Florian Yger
145
1
0
03 Feb 2025
A Smeary Central Limit Theorem for Manifolds with Application to High
  Dimensional Spheres
A Smeary Central Limit Theorem for Manifolds with Application to High Dimensional Spheres
B. Eltzner
S. Huckemann
47
54
0
19 Jan 2018
Barycentric Subspace Analysis on Manifolds
Barycentric Subspace Analysis on Manifolds
Xavier Pennec
98
84
0
11 Jul 2016
Sticky central limit theorems on open books
Sticky central limit theorems on open books
T. Hotz
Sean Skwerer
S. Huckemann
Huiling Le
J. S. Marron
Jonathan C. Mattingly
Ezra Miller
J. Nolen
Megan Owen
V. Patrangenaru
65
102
0
20 Feb 2012
1