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- Torsion Constraints in Supergeometry
- On Nye's Lattice Curvature Tensor 1 Introduction
- Autoparallel Vs. Geodesic Trajectories in a Model of Torsion Gravity
- GR Lecture 5 Covariant Derivatives, Christoffel Connection, Geodesics
- Fundamental Theory of Torsion Gravity
- Transformations and Coupling Relations for Affine Connections
- Transformations and Coupling Relations for Affine Connections
- Friedmann-Like Universes with Torsion
- Constraining Torsion in Maximally Symmetric (Sub) Spaces
- Tensor Structures on a Differentiable Manifold
- Introduction to Differential Geometry
- Chapter 11 Differential Calculus on Manifolds
- Appendix a the Language of Differential Forms
- Torsion, Spin-Connection, Spin and Spinor Fields
- Kinematics of Einstein-Cartan Universes
- Torsion Gravity with Spinors: an Overview
- Random Lie Brackets That Induce Torsion: a Model for Noisy Vector Fields
- Totally Asymmetric Torsion on Riemann-Cartan Manifold
- General Relativity
- Compatibility Conditions of Continua Using Riemann-Cartan Geometry
- Kaluza-Klein Theory with Torsion
- Geodesics and Torsion Tensor According to G-Lift of Riemannian Connection on Cotangent Bundle Rabia CAKAN AKPINAR1*
- Notes on Riemann Tensor, Geodesics
- Prove That the Torsion Tensor T(X, Y ) = V XY
- Parallel Spinors and Connections with Skew-Symmetric Torsion in String
- HOMEWORK 4: CONNECTIONS, PARALLELISM, and COVARIANT DERIVATIVES 1. Torsion Tensor Let M Be a Smooth Manifold. Let ∇ and ∇ Be
- Quick Introduction to Riemannian Geometry
- Affine Szab\'O Connections on Smooth Manifolds
- Spaces with Curvature and Torsion
- On the Mathematics of Coframe Formalism and Einstein–Cartan Theory—A Brief Review
- Recurrent Tensors on a Linearly Connected Differentiate Manifold^)
- Arxiv:0711.1535V1 [Gr-Qc] 9 Nov 2007
- Tensor Calculus, Part 2 °C 2000, 2002 Edmund Bertschinger
- Interaction of Fermionic Matter and ECSK Black Hole with Torsion
- Seven-Dimensional Geometries with Special Torsion
- Physics 570 When Is a Manifold Curved: Covariant Derivatives and Curvature
- Basic Differential Geometry: Connections and Geodesics
- An Interpretation of the Torsion Tensor of a Connection
- Generalized Affine Connections Associated with the Space of Centered Planes