Approximation and bounding techniques for the Fisher-Rao distances between parametric statistical models [PDF]
The Fisher-Rao distance between two probability distributions of a statistical model is defined as the Riemannian geodesic distance induced by the Fisher information metric.
Nielsen, Frank
core
On bounds for the fisher-rao distance between multivariate normal distributions
FAPESP - FUNDAÇÃO DE AMPARO À PESQUISA DO ESTADO DE SÃO PAULOCNPQ - CONSELHO NACIONAL DE DESENVOLVIMENTO CIENTÍFICO E TECNOLÓGICOInformation geometry is approached here by considering the statistical model of multivariate normal distributions as a ...
João E. Strapasson +5 more
core +1 more source
Any K\"ahler metric is a Fisher information metric
The Fisher information metric or the Fisher-Rao metric corresponds to a natural Riemannian metric defined on a parameterized family of probability density functions.
Gnandi, Emmanuel
core
Fisher-Rao distance and pullback SPD cone distances between multivariate normal distributions [PDF]
Data sets of multivariate normal distributions abound in many scientific areas like diffusion tensor imaging, structure tensor computer vision, radar signal processing, machine learning, just to name a few.
Nielsen, Frank
core +1 more source
When models choose metrics: Hidden geometry in computational biology. [PDF]
Fox DM.
europepmc +1 more source
A New Closed-Form Information Metric for Shape Analysis
International audienceRecently, a unifying framework was introduced for shape matching that uses mixture-models and the Fisher-Rao metric to couple both the shape representation and deformation.
Rangarajan, Anand, Peter, Adrian
core
Explicit Geodesic Projection Distance on the Statistical Manifold of Multivariate Elliptical Distributions. [PDF]
Chen X, Wang Y, Xiao J.
europepmc +1 more source
Copy of John Fisher's diary, made by him, 1776-1777
Typescript copy of diary entries made by John Fisher (1755-1843), the great-grandfather of George Brayton Fisher, for a period covering 14 July 1776 to 10 August 1777.
Fisher, John, 1755-1843;
core
Fisher Information Limits on Genetic Stability, Diversity, and Regulation. [PDF]
Glasenapp JS, Gatenby RA.
europepmc +1 more source
Metabolic Saliency as KL-Divergence Estimator: Information-Geometric Attribution of Systemic Stress in JSE Equity Network. [PDF]
Moroke ND.
europepmc +1 more source

