Add to ORKGWe derive various results for the uniform distribution on a Stiefel manifold and propose a test of uniformity.Random orthogonal matrix directional data vector cardiography zonal polymials
AbstractIn a previous investigation we studied some asymptotic properties of the sample mean locatio...
Götze F, Sambale H. Higher order concentration on Stiefel and Grassmann manifolds. Electronic Journa...
The general machinery of Cordeiro and Ferrari (1991. Biometrika 78. 573-582) and Chandra and Mukerje...
AbstractWe derive various results for the uniform distribution on a Stiefel manifold and propose a t...
The Riemann space whose elements are m - k (m [greater, double equals] k) matrices X, i.e., orientat...
AbstractLet Vk,m denote the Stiefel manifold which consists of m × k(m ≥ k) matrices X such that X′X...
AbstractThe Grassmann manifold Gk,m − k consists of k-dimensional linear subspaces V in Rm. To each ...
AbstractThe main purpose of this paper is to investigate high dimensional limiting behaviors, as m b...
© 2016 IEEE. Matrix manifolds such as Stiefel and Grassmann manifolds have been widely used in moder...
AbstractThis paper concerns the matrix Langevin distributions, exponential-type distributions define...
AbstractLet Vk,m denote the Stiefel manifold whose elements are m × k (m ≥ k) matrices X such that X...
An interest in infinite-dimensional manifolds has recently appeared in Shape Theory. An example is t...
The Riemann space whose elements are m - k (m >= k) matrices X such that X'X = Ik is called the Stie...
AbstractThe Riemann space whose elements are m × k (m ≧ k) matrices X, i.e., orientations, such that...
AbstractWe develop some examples of degenerate U-statistic tests for uniformity in certain compact t...
AbstractIn a previous investigation we studied some asymptotic properties of the sample mean locatio...
Götze F, Sambale H. Higher order concentration on Stiefel and Grassmann manifolds. Electronic Journa...
The general machinery of Cordeiro and Ferrari (1991. Biometrika 78. 573-582) and Chandra and Mukerje...
AbstractWe derive various results for the uniform distribution on a Stiefel manifold and propose a t...
The Riemann space whose elements are m - k (m [greater, double equals] k) matrices X, i.e., orientat...
AbstractLet Vk,m denote the Stiefel manifold which consists of m × k(m ≥ k) matrices X such that X′X...
AbstractThe Grassmann manifold Gk,m − k consists of k-dimensional linear subspaces V in Rm. To each ...
AbstractThe main purpose of this paper is to investigate high dimensional limiting behaviors, as m b...
© 2016 IEEE. Matrix manifolds such as Stiefel and Grassmann manifolds have been widely used in moder...
AbstractThis paper concerns the matrix Langevin distributions, exponential-type distributions define...
AbstractLet Vk,m denote the Stiefel manifold whose elements are m × k (m ≥ k) matrices X such that X...
An interest in infinite-dimensional manifolds has recently appeared in Shape Theory. An example is t...
The Riemann space whose elements are m - k (m >= k) matrices X such that X'X = Ik is called the Stie...
AbstractThe Riemann space whose elements are m × k (m ≧ k) matrices X, i.e., orientations, such that...
AbstractWe develop some examples of degenerate U-statistic tests for uniformity in certain compact t...
AbstractIn a previous investigation we studied some asymptotic properties of the sample mean locatio...
Götze F, Sambale H. Higher order concentration on Stiefel and Grassmann manifolds. Electronic Journa...
The general machinery of Cordeiro and Ferrari (1991. Biometrika 78. 573-582) and Chandra and Mukerje...