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How about the dimension? For example the higher dimension (d>2).

If some properties (like critical exponent) of a phase transition point violate the prediction from conformal field theory, does it imply that it can not be a continuous phase transition?

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    Possible duplicate: https://physics.stackexchange.com/questions/507102/do-all-classical-statistical-critical-lattice-models-have-emergent-conformal-inv/508097#508097 – Seth Whitsitt Mar 22 '22 at 05:58

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