what is the succsor of 0
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The successor of 0 is 1
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For example, John von Neumann constructs the number 0 as the empty set {}, and the successor of n, S(n), as the set n ∪ {n}. The axiom of infinity then guarantees the existence of a set that contains 0 and is closed with respect to S. The smallest such set is denoted by ℕ, and its members are called natural numbers.
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