An Improvement To Zaremba's Conjecture
classification
🧮 math.NT
keywords
subsetboundedconjecturecontinueddenominatordensityexistsfinite
read the original abstract
We prove there exists a density one subset $\dd \subset \N$ such that each $n \in \dd$ is the denominator of a finite continued fraction with partial quotients bounded by 5.
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