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- Q7604402 subject Q5645936.
- Q7604402 subject Q6069331.
- Q7604402 abstract "In mathematics, a statistical manifold is a Riemannian manifold, each of whose points is a probability distribution. Statistical manifolds provide a setting for the field of information geometry. The Fisher information metric provides a metric on these manifolds.".
- Q7604402 wikiPageWikiLink Q1077753.
- Q7604402 wikiPageWikiLink Q11466.
- Q7604402 wikiPageWikiLink Q125539.
- Q7604402 wikiPageWikiLink Q133871.
- Q7604402 wikiPageWikiLink Q1420659.
- Q7604402 wikiPageWikiLink Q1471397.
- Q7604402 wikiPageWikiLink Q175199.
- Q7604402 wikiPageWikiLink Q1878538.
- Q7604402 wikiPageWikiLink Q192276.
- Q7604402 wikiPageWikiLink Q200125.
- Q7604402 wikiPageWikiLink Q200726.
- Q7604402 wikiPageWikiLink Q217357.
- Q7604402 wikiPageWikiLink Q2748415.
- Q7604402 wikiPageWikiLink Q3798604.
- Q7604402 wikiPageWikiLink Q395.
- Q7604402 wikiPageWikiLink Q5454858.
- Q7604402 wikiPageWikiLink Q5645936.
- Q7604402 wikiPageWikiLink Q6069331.
- Q7604402 wikiPageWikiLink Q623472.
- Q7604402 wikiPageWikiLink Q632814.
- Q7604402 wikiPageWikiLink Q865746.
- Q7604402 comment "In mathematics, a statistical manifold is a Riemannian manifold, each of whose points is a probability distribution. Statistical manifolds provide a setting for the field of information geometry. The Fisher information metric provides a metric on these manifolds.".
- Q7604402 label "Statistical manifold".