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math.DG2021
Geometries on the cone of positive-definite matrices derived from the power potential and their relation to the power means
Nadia Chouaieb, Bruno Iannazzo, Maher Moakher
We study a Riemannian metric on the cone of symmetric positive-definite matrices obtained from the Hessian of the power potential function . We give explicit expre…
math.DG2015★ 41 cited
Approximate Joint Diagonalization and Geometric Mean of Symmetric Positive Definite Matrices
Marco Congedo, Bijan Afsari, Alexandre Barachant +1
We explore the connection between two problems that have arisen independently in the signal processing and related fields: the estimation of the geometric mean of a set of symmetri…