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Le 27/06/2024 à 14:33, FromTheRafters a écrit :As was saidd, Cardinatality of infinte sets work differently than that of finite sets.WM submitted this idea :Cardinality is nonsense. Set differences are established by their elements. ℕ_0 differs from ℕ by one element. Do you want to contradict? Don't make a fool of yourself!Therefore ℕ_0 as a proper superset of ℕ has one elements more than ℕ. Infinity does not make them equal.>
Yes it does, cardinal arithmetic works differently in the two realms of finite and infinite.
Regards, WM
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