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On Zaremba's Conjecture
classification
🧮 math.NT
keywords
thereboundedconjectureconstantdensityintegerspartialpositive
read the original abstract
It is shown that there is a constant A and a density one subset S of the positive integers, such that for all q in S there is some 1<=p<q, (p, q)=1, so that p/q has all its partial quotients bounded by A.
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