Finsler gravity action from variational completion

@article{Hohmann2019FinslerGA,
  title={Finsler gravity action from variational completion},
  author={Manuel Hohmann and C. Pfeifer and N. Voicu},
  journal={Physical Review D},
  year={2019},
  volume={100},
  pages={064035}
}
In the attempts to apply Finsler geometry to construct an extension of general relativity, the question about a suitable generalization of the Einstein equations is still under debate. Since Finsler geometry is based on a scalar function on the tangent bundle, the field equation which determines this function should also be scalar equation on the tangent bundle. In the literature two such equations have been suggested: the one by Rutz and the one by one of the authors. Here we employ the method… Expand
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