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.
Knopp, Mengentheoretische Behandlung einiger Probleme der diophantischen Approximationen und der transfiniten Wahrscheinlichkeiten, 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.