**Tags**

arithmetic, consistency, Gödel, human knowledge, Kurt Gödel, proof, science, science consistency, unscientific proof

How can one believe science has no limits?

By the interpretation of Gödel’s theorem, no section of human knowledge (e.g. arithmetic) can prove its consistency by… it self. But this implies that it may be proved by means of another section of human thought.

*So maybe the consistency of Science can be proved in… an un-scientific way? 🙂*

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