The Riemann Geometry and Its Generalization

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Mathematics - Geometry and Topology
The Riemann Geometry and Its...

The Riemann Geometry and Its Generalization

Eisenhart L.P., Veblen O.

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Kategorien:

Mathematics - Geometry and Topology

Jahr:

1922

Sprache:

english

Seiten:

5

Datei:

PDF, 403 KB

IPFS:

,

english, 1922

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Mishchenko A — A Course Of Differential Geometry And Topology

Tullio Levi-Civita — The absolute differential calculus: (calculus of tensors)

L. Eisenhart — Non-Riemannian Geometry

Noel J; Hicks — Notes on differential geometry

Oswald Veblen — Invariants of Quadratic Differential Forms

Luther Pfahler Eisenhart — Riemannian geometry

Gudmundsson S. — An Introduction to Riemannian Geometry

Eisenhart L. P. — Affine Geometries of Paths Possessing an Invariant Integral

Eisenhart L. P. — Another Interpretation of the Fundamental Gaugevector of Weyls Theory of Relativity

Ingold L. — Associated Types of Linear Connection

Veblen O. — Conformal Tensors and Connections

Thomas T. Y. — Conformal Tensors. (First Note)

Veblen O. — Equiaffine Geometry of Paths

Eisenhart L. P. — Fields of Parallel Vectors in the Geometry of Paths

Thomas J. M. — First Integrals in the Geometry of Paths

Knebelman M. S. — Groups of Collineations in a Space of Paths

Eisenhart L. P. — Intransitive Groups of Motions

Thomas T. Y. — Invariants of Relative Quadratic Differential Forms

Eisenhart L. P. — Linear Connections of a Space Which Are Determined by Simply Transitive Continuous Groups

Knebelman M.S. — Motion and Collineations in General Space

Vablen O. — Normal Coordinates for the Geometry of Paths

Levy H. — Normal coordinates in the geometry of paths

Thomas J.M. — Note on the Projective Geometry of Paths

Thomas J.L. — On Normal Coordinates in the Geometry of Paths

Thomas T.Y. — On the Equi-projective Geometry of Paths

Thomas T.Y. — On the Projective and Equi-Projective Geometries of Paths

Thomas J.M. — On Various Geometries Giving a Unified Electric and Gravitational Theory

Veblen O. — Projective and Affine Geometry of Paths

Eisenhart L.P. — Projective normal coordinates

Eisenhart L. P. — Spaces with Corresponding Paths

Thomas T. Y. — The Einstein Equations of the Gravitational Field for an Arbitrary Distribution of Matter

Michal A. D. — The Group Manifold of Finite Continuous Point and Functional Transformation Groups

Thomas James Willmore — An Introduction to Differential Geometry

D. Laugwitz — Differential and Riemannian Geometry

Lovett, Stephen T — Differential geometry of manifolds

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