Upper bounds for Rao distance on the manifold of multivariate elliptical distributions

Volume: 129, Pages: 109604 - 109604
Published: Jul 1, 2021
Abstract
As a natural intrinsic measure on the manifold of probability distributions, Rao distance has received a lot of attentions and been applied successfully to many fields. However, the closed form of Rao distance on the manifold of multivariate elliptical distributions (MEDs) is still absent. In this paper, a class of Manhattan distances (MHDs) with single parameter on MED manifold is constructed by deducing explicit expressions of the geodesic and...
Paper Details
Title
Upper bounds for Rao distance on the manifold of multivariate elliptical distributions
Published Date
Jul 1, 2021
Journal
Volume
129
Pages
109604 - 109604
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