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# Can we obtain non-lorentzianLorentzian metric from lorentzianLorentzian metric, through renormalization methods?

Since low-energy, non-relativistic thermal field theories are defined in Euclidean spacetime, while high-energy relativisticerelativistic theories are define in Minkowski spacetime, I was wondering if there are renormalization methods that can show such a change in metric signature.

# Can we obtain non-lorentzian metric from lorentzian metric, through renormalization methods?

Since low-energy, non-relativistic thermal field theories are defined in Euclidean spacetime, while high-energy relativistice theories are define in Minkowski spacetime, I was wondering if there are renormalization methods that can show such a change in metric signature.

# Can we obtain non-Lorentzian metric from Lorentzian metric, through renormalization methods?

Since low-energy, non-relativistic thermal field theories are defined in Euclidean spacetime, while high-energy relativistic theories are define in Minkowski spacetime, I was wondering if there are renormalization methods that can show such a change in metric signature.

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# Can we obtain non-lorentzian metric from lorentzian metric, through renormalization methods?

Since low-energy, non-relativistic thermal field theories are defined in Euclidean spacetime, while high-energy relativistice theories are define in Minkowski spacetime, I was wondering if there are renormalization methods that can show such a change in metric signature.