ON THE DIVERGENCES OF 1-CONFORMALLY FLAT STATISTICAL MANIFOLDS
1994 年 46 巻 3 号 p. 427-433
詳細
1994 年 46 巻 3 号 p. 427-433
We canonically define a square-distance-like function on each simply connected 1-conformally flat statistical manifold and prove that the generalized Pythagorean theorem holds if the statistical manifold has constant curvature.
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