Twisted spectral triples in almost-commutative geometry yield an algebraic mechanism deriving Lorentzian structures and time from Riemannian settings as an alternative to Wick rotation.
Martinetti and Devashish Singh
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Emergence of Time from a Twisted Spectral Triple in Almost-Commutative Geometry
Twisted spectral triples in almost-commutative geometry yield an algebraic mechanism deriving Lorentzian structures and time from Riemannian settings as an alternative to Wick rotation.