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Holonomic basis
Differentiable Manifolds
Tensor Calculus and Differential Geometry
Lecture Note on Elementary Differential Geometry
2 a Patch of an Open Friedmann-Robertson-Walker Universe
Catalogue of Spacetimes
Cambridge University Press 978-1-108-47122-0 — Mathematics for Physicists Alexander Altland , Jan Von Delft Index More Information
Arxiv:0907.0934V2
Spacetime Is a Manifold That Is Continuous and Differentiable. This
On the Structure of Geometries with Spinor
Ryder Lewis Introductionto General Relativity.Pdf
A General Exact Solution of the Einstein–Dirac Equations with The
Special Bases for Derivations of Tensor Algebras
GAUGE TORSION GRAVITY, STRING THEORY, and ANTISYMMETRIC TENSOR INTERACTIONS a Dissertation Submitted to the Graduate Faculty Of
Geodesic Structure in Schwarzschild Geometry with Extensions in Higher Dimensional Spacetimes
P.T. Chrusciel, Lectures on Energy in General Relativity
A Relativist's Toolkit
Cambridge University Press 978-1-107-19789-3 — Modern General Relativity Black Holes, Gravitational Waves, and Cosmology Index More Information
Fundamental Symmetries and Spacetime Geometries in Gauge Theories of Gravity—Prospects for Unified Field Theories
Top View
On the Mathematics of Coframe Formalism and Einstein–Cartan Theory—A Brief Review
© in This Web Service Cambridge University Press
Yang-Mills Configurations on Coset Spaces
Notes on Gauge Theory and Gravitation*
Physics 570 When Is a Manifold Curved: Covariant Derivatives and Curvature
1 Tangent Space Vectors and Tensors 1.1 Representations