factual

CPT Invariance As Three Branchial Reflections

CPT invariance has a clean formulation in these models: charge conjugation is an inversion (reflection) in branchial space, parity is a reflection of physical space, and time reversal is a reflection in time, so CPT invariance corresponds to the multiway causal graph being invariant under reflection in all three directions, though it has not yet been shown that the models necessarily exhibit CPT invariance.

factualpending

Speaker

Stephen Wolfram

Evidence Quote

what this is saying is, in the end that our multiway causal graph is invariant under a reflection in all three of those, in all three of those directions

Source

155 | Stephen Wolfram on Computation, Hypergraphs, and Fundamental PhysicsSean Carroll's Mindscape
Created: 6/13/2026, 3:30:55 AM

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