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This is not.. really the right takeaway from his work. That not every true statement within a system is provable from its axioms, or that the consistency of a s
by hucker 2y ago
This is not.. really the right takeaway from his work. That not every true statement within a system is provable from its axioms, or that the consistency of a system is not provable within that system, does not mean that axioms are not useful. Indeed, what math is not grounded in the end by axioms?
- a-dub 2y agoin my mind, i compressed it to: there are always root assumption(s), that are just that, assumptions.