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- catalog contributor b1260460.
- catalog created "[c1968]".
- catalog date "1968".
- catalog date "[c1968]".
- catalog dateCopyrighted "[c1968]".
- catalog description "Bibliography: p. [359]-363.".
- catalog description "Preliminaries -- Theory of curves -- Notion of a surface. First fundamental form -- Second fundamental form. Gaussian and mean curvature -- Tensors -- Formulae of Weingarten and Gauss -- Geodesic curvature. Geodesics -- Isometric mapping of surfaces -- Further mappings of surfaces -- Topics from global differential geometry -- Absolute differentiation and connexions on surfaces -- Special surfaces -- Foundations of Riemannian geometry -- Absolute differentiation and connexion -- Further properties of Riemannian manifolds -- Hypersurfaces.".
- catalog extent "xii, 370 p. :".
- catalog hasFormat "Introduction to differential geometry and Riemannian geometry.".
- catalog isFormatOf "Introduction to differential geometry and Riemannian geometry.".
- catalog isPartOf "Mathematical expositions ; no. 16".
- catalog issued "1968".
- catalog issued "[c1968]".
- catalog language "eng".
- catalog publisher "[Toronto] University of Toronto Press".
- catalog relation "Introduction to differential geometry and Riemannian geometry.".
- catalog subject "Geometry, Differential.".
- catalog subject "Geometry, Riemannian.".
- catalog subject "QA641 .K893".
- catalog tableOfContents "Preliminaries -- Theory of curves -- Notion of a surface. First fundamental form -- Second fundamental form. Gaussian and mean curvature -- Tensors -- Formulae of Weingarten and Gauss -- Geodesic curvature. Geodesics -- Isometric mapping of surfaces -- Further mappings of surfaces -- Topics from global differential geometry -- Absolute differentiation and connexions on surfaces -- Special surfaces -- Foundations of Riemannian geometry -- Absolute differentiation and connexion -- Further properties of Riemannian manifolds -- Hypersurfaces.".
- catalog title "Introduction to differential geometry and Riemannian geometry.".
- catalog type "text".