Submitted:
06 December 2021
Posted:
08 December 2021
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Abstract
The geodesics on a relativistic manifold are given by the well-known equation involving the Christoffel coefficients. This equation can be solved numerically step by step and transposed into a quantization. We study here the effect of this quantization on the Schwarzschild spacetime, more precisely in the Kruskal-Szekeres map.
Keywords:
General relativity
; geodesics
; digitization
; quantization
; Schwarzschild
; Kruskal-Szekeres
; singularity
; Lambert
; tachyon
; arbitrary precision calculation
; complex time
; Lorentz boost
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