There are vastly different procedures for determining objective and subjective truth. Objective truth is a property of representations which is determined by isomorphism between the representation & referent, and relies on accuracy of formalisation. Subjective truth just is.
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I don’t trust a subjective truth that I cannot understand.
End of conversation
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Things that are formalized may be proven to be correct but may still be wrong in the real world, because of errors in formalization.
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@vakibs In what sense are they "correct" then? Imho this makes no sense. Abstractions can be interesting for their own sake eg pure maths, but how are formalisations "correct" if they cannot be applied to what they are supposed to be formalising/representing in the real world?
End of conversation
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