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Statistical manifolds and affine differential geometry
Author(s) -
Hiroshi Matsuzoe
Publication year - 2019
Publication title -
advanced studies in pure mathematics
Language(s) - English
Resource type - Conference proceedings
eISSN - 2433-8915
pISSN - 0920-1971
DOI - 10.2969/aspm/05710303
Subject(s) - differential geometry , affine geometry , affine transformation , information geometry , geometry , affine geometry of curves , differential geometry of curves , riemannian geometry , ordered geometry , mathematics , affine shape adaptation , affine connection , affine coordinate system , affine plane (incidence geometry) , torsion (gastropod) , synthetic geometry , divergence (linguistics) , affine group , affine space , projective geometry , differential equation , mathematical analysis , affine combination , regular polygon , curvature , ordinary differential equation , scalar curvature , plane (geometry) , philosophy , convex optimization , linguistics , medicine , differential algebraic equation , convex set , surgery

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