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Totally geodesic null hypersurfaces and constancy of surface gravity in Finsler spacetimes
We define and study totally geodesic null hypersurfaces in Finsler spacetimes. We prove that the null convergence condition and a certain mild gravitational equation $χ_α=0$, imply the vanishing of the restriction of the Ricci 1-form on the hypersurface. This makes it possible to extend to the Loren
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