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Moniri's separability conjecture for ordered fields with integer parts
Let $F$ be an ordered field and $I$ an integer part for $F$ . The structure $angle F,Iangle$ is separable if it satisfies the separability property: for all real numbers…
Conjectureopendiophantine-approximation integer-parts ordered-fieldsarXiv posted 2 days ago

Moniri's separability conjecture for ordered fields with integer parts