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Jhep01(2020)007
Natural Operators in the View of Cartan Geometries
(TEGR) As a Gauge Theory: Translation Or Cartan Connection? M Fontanini, E
G -Metrics Arising from Non-Integrable Special Lagrangian Brations
Why Is Quantum Gravity So Difficult (Compared to QCD)?
Synthetic Geometry of Manifolds Beta Version August 7, 2009 Alpha Version to Appear As Cambridge Tracts in Mathematics, Vol
Connections and Frame Bundle Reductions
Fiber Bundles, Yang and the Geometry of Spacetime
Arxiv:0904.4616V1 [Math-Ph] 29 Apr 2009 Manifolds Obtained by Soldering Together Points, Lines, Etc
Natural Operators on the Bundle of Cartan Connections
The Versatile Preform
Gauge Theories and Fiber Bundles: Definitions, Pictures, and Results
On Torsion and Curvature in Courant Algebroids
Arxiv:1811.03810V1 [Gr-Qc] 9 Nov 2018 A
The Conceptual Foundations of Contemporary Gauge Theories
Remarks Concerning the Geometries of Gravity And
General Relativity As a Biconformal Gauge Theory
Fiber Bundles, Yang-Mills Theory, and General Relativity
Top View
On the Mathematics of Coframe Formalism and Einstein–Cartan Theory—A Brief Review
Weyl Gravity As a Gauge Theory
Dynamical Spacetime Symmetry
Manifolds Obtained by Soldering Together Points, Lines, Etc. Frédéric Hélein
Interpreting Gauge Theories Review of Gauging What’S Real, Richard Healey
Lecture Notes on Riemannian Geometry
General Relativity As a Biconformal Gauge Theory