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Complex Numbers

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... However, for (2.5), the inequalities xj−1 ≤ si and xj < si+1 imply xj+1 < si+2 , a contradiction. For (2.6), clearly si+1 < xj+1 < si+3 . Now if si+3 < xj+2 , then s and x eventually intersperse by Lemma 1. On the other hand, if si+1 < xj+1 < xj+2 ≤ si+3 , then this possibility is covered by Case 1 ...
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Hyperreal number

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