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The Hausdorff dimensions of some continued fraction cantor sets

Journal of Number Theory · 1989 · 64 citations · 3 references

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Natural SciencesMathematicsGeometrySet TheoryTopologyArithmetic GeometryCombinatorial Set TheoryContinued FractionsDimension TheoryFractal GeometryMetric GeometryCantor SetCantor's ParadoxContinued Fraction ExpansionsContinued Fraction TransformationsGeneralized Continued Fractions

References

3

Continuants with bounded digits—II

Thomas W. Cusick · Mathematika · 1978 · 47 citations

Natural Sciences, Mathematics, Applied Mathematics +7

Continuants with bounded digits

Thomas W. Cusick · Mathematika · 1977 · 31 citations

Natural Sciences, Mathematics, Number Theory +4

C327. Addenda for “the fractional dimensional theory of continued fractions”, proc. cambridge philos. soc. 37 (1941), 199-228.

I. J. Good · Journal of Statistical Computation and Simulation · 1989 · 12 citations

Natural Sciences, Mathematics, Physics +7