Extending Partial Orders on o-Minimal St
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Dugald Macpherson; Charles Steinhorn
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Article
📅
1997
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John Wiley and Sons
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English
⚖ 533 KB
## Abstract It is shown that if (__M__, <, ⃛) is an o‐minimal structure such that (__M__, <) is a dense total order and ≾ is a parameter‐definable partial order on __M__, then ≾ has an extension to a definable total order.