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You know, in formal logic, an inconsistent set of axioms can be used to prove anything at all. Once you have a single contradiction, A and not A, there’s nothing you can’t derive from it.

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Greg Egan Quote: “You know, in formal logic, an inconsistent set of axioms can be used to prove anything at all. Once you have a single contradiction, A and not A, there’s nothing you can’t derive from it.”

“You know, in formal logic, an inconsistent set of axioms can be used to prove anything at all. Once you have a single contradiction, A and not A, there’s nothing you can’t derive from it.”

Greg Egan

Greg Egan Quote: “You know, in formal logic, an inconsistent set of axioms can be used to prove anything at all. Once you have a single contradiction, A and not A, there’s nothing you can’t derive from it.”
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