Let $M$ be a submanifold of a Statistical manifold $\overline{M}$. If $H$ and $H^{\ast}$ are mean curvature vector fields, then what do you mean by $H$ and $H^{\ast}$ are perpendicular.
If anyone have the following article please share it. K. Yano, On semi-symmetric metric connections, Rev. Roumaine Math. Pures Appl., 15 (1970), 1579-1586. Thanking you.
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Is the Hausdorffness a necessary condition for a manifold to be smooth? If not, why we include Hausdorff condition in the definition of differentiable manifold?
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Is a Statistical manifold completely capture the structure of Statistical model ?
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In case of hypersurfaces why we take { D_X\Xi}=0 ? where D is a normal connection,\XI is a normal vector field.
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I would like to learn more about SPSS and Its application especially in regards to data analysis. Please suggest me how I can learn more about it. Thank you so much.
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AI has made it easier to code and analyze data
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