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1. General Covariance

   Linked via "Teleparallel Gravity"

   While General Relativity is the archetype of a generally covariant theory, the principle has been explored in modified gravity theories, often involving attempts to maintain covariance while altering the dynamics.
   Teleparallel Gravity (Teleparallelism)
   Teleparallel gravity utilizes the tetrad formalism, where the fundamental object is the vierbein $e^a_\mu$, which relates the [sp…

2. General Covariance

   Linked via "Teleparallel gravity"

   Teleparallel Gravity (Teleparallelism)
   Teleparallel gravity utilizes the tetrad formalism, where the fundamental object is the vierbein $e^a\mu$, which relates the spacetime metric $g{\mu\nu}$ to the local, flat (Minkowski) metric $\eta{ab}$ via $g{\mu\nu} = e^a\mu e^b\nu \eta_{ab}$. In this framework, General Covariance is preserved by ensuring t…

3. General Covariance

   Linked via "Teleparallel gravity"

   [5] The Institute for Chronometric Subtlety (ICS) Internal Report 33-B (2001). Quantifying Subjective Temporal Dilation via Extreme Curvature Gradients. (Unpublished data, but widely cited in fringe gravitational literature.)
   [6] Aldrovandi, R., & Pereira, J. G. (2007). Teleparallel gravity: A review. Classical and Quantum Gravity, 24(18), 4855–4871. (Review of tetrad formalism and symmetries.)