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- Group_Actions_in_Computational_Anatomy abstract "Group actions are central to Riemannian geometry and defining orbits (control theory). Unlike the orbits of Linear algebra which are linear vector spaces, the orbits of Computational Anatomy consist of shapes and forms; shapes are submanifolds of differential geometry consisting of points, curves, surfaces and subvolumes, and scalar and tensor images from Medical imaging. The group actions are used to define models of human shape form which are deformable templates as described in Pattern theory.".
- Group_Actions_in_Computational_Anatomy wikiPageID "49342572".
- Group_Actions_in_Computational_Anatomy wikiPageLength "4016".
- Group_Actions_in_Computational_Anatomy wikiPageOutDegree "9".
- Group_Actions_in_Computational_Anatomy wikiPageRevisionID "707096696".
- Group_Actions_in_Computational_Anatomy wikiPageWikiLink Computational_anatomy.
- Group_Actions_in_Computational_Anatomy wikiPageWikiLink Differential_geometry.
- Group_Actions_in_Computational_Anatomy wikiPageWikiLink Group_action.
- Group_Actions_in_Computational_Anatomy wikiPageWikiLink Linear_algebra.
- Group_Actions_in_Computational_Anatomy wikiPageWikiLink Medical_imaging.
- Group_Actions_in_Computational_Anatomy wikiPageWikiLink Orbit_(control_theory).
- Group_Actions_in_Computational_Anatomy wikiPageWikiLink Pattern_theory.
- Group_Actions_in_Computational_Anatomy wikiPageWikiLink Riemannian_geometry.
- Group_Actions_in_Computational_Anatomy wikiPageWikiLink Vector_space.
- Group_Actions_in_Computational_Anatomy wikiPageWikiLinkText "Group Actions in Computational Anatomy".
- Group_Actions_in_Computational_Anatomy wikiPageUsesTemplate Template:Main.
- Group_Actions_in_Computational_Anatomy wikiPageUsesTemplate Template:Reflist.
- Group_Actions_in_Computational_Anatomy wikiPageUsesTemplate Template:Uncat.
- Group_Actions_in_Computational_Anatomy comment "Group actions are central to Riemannian geometry and defining orbits (control theory). Unlike the orbits of Linear algebra which are linear vector spaces, the orbits of Computational Anatomy consist of shapes and forms; shapes are submanifolds of differential geometry consisting of points, curves, surfaces and subvolumes, and scalar and tensor images from Medical imaging.".
- Group_Actions_in_Computational_Anatomy label "Group Actions in Computational Anatomy".
- Group_Actions_in_Computational_Anatomy wasDerivedFrom Group_Actions_in_Computational_Anatomy?oldid=707096696.
- Group_Actions_in_Computational_Anatomy isPrimaryTopicOf Group_Actions_in_Computational_Anatomy.