The theorems of order properties of integers are derived from the theorems in Axioms for Real Numbers as interpreted for Wave Numbers.
- 1?^ is the smallest ?^ integer.
- 1?v is the smallest ?v integer.
- If m?? and n?? are integers such that m?? > n??, then m?? ≥ n?? +1??.
- There does not exist a largest integer.
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