Theoretical analysis models spacetime metric backreaction between crossing orthogonal universes, revealing transient tachyon states and similarity congruence without forming singularities.
Discussed is the metrical reaction of spacetime-geometry between two crossing universes of thesame dimension (N). The back-reaction of the crossing at these geometrical or metrical componentsof both spacetimes is explored , in particular during crossing-time. The crossing zone is neither awormhole nor a warp-tunnel or a classical singularity but rather more a form of “similiarity-congruence“. A temporary tachyon-state may occur during the crossing.The relationship betweenthe metric tensors and the crossing process now is examined in detail.
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Holger A W Döring (2026) studied this question.
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