Establishes a zero-one law for the Lebesgue measure of E'(φ) and determines the Hausdorff dimension of numbers whose continued fraction expansions have at least two large prime partial quotients infinitely often.
Bernstein, ¨Uber eine Anwendung der Mengenlehre auf ein aus der Theorie der s¨ akularen St¨ orungen herr¨ uhrendes Problem, Math
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Metric properties of continued fractions with large prime partial quotients
Establishes a zero-one law for the Lebesgue measure of E'(φ) and determines the Hausdorff dimension of numbers whose continued fraction expansions have at least two large prime partial quotients infinitely often.