Suslin's problem (Q2296408)

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proposition independent of ZFC; posits that every nonempty dense complete totally ordered set with the countable chain condition on open sets and without a maximal or minimal element is isomorphic to the real line
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Suslin's problem
proposition independent of ZFC; posits that every nonempty dense complete totally ordered set with the countable chain condition on open sets and without a maximal or minimal element is isomorphic to the real line

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