Pages that link to "Item:Q5023970"

The following pages link to ON THE LARGEST PARTIAL QUOTIENTS IN CONTINUED FRACTION EXPANSIONS (Q5023970):

Displaying 19 items.

• The relative growth rate of the largest digit in continued fraction expansions (Q282141) (← links)
• How the dimension of some \(\mathrm{GCF}_{\varepsilon}\) sets change with proper choice of the parameter function \(\varepsilon(k)\) (Q503688) (← links)
• Estimates for partial sums of continued fraction partial quotients (Q1073832) (← links)
• On the large partial quotients in the continued fraction expansion (Q1434328) (← links)
• A remark on Liao and Rams' result on the distribution of the leading partial quotient with growing speed \(e^{n^{1/2}}\) in continued fractions (Q2012338) (← links)
• On the exceptional sets concerning the leading partial quotient in continued fractions (Q2661274) (← links)
• Dimensions of certain sets of continued fractions with non-decreasing partial quotients (Q2696314) (← links)
• (Q3086606) (← links)
• Partial quotients of continued fractions and β-expansions (Q3531235) (← links)
• TWO-DIMENSIONAL SHRINKING TARGET PROBLEM IN BETA-DYNAMICAL SYSTEMS (Q4601166) (← links)
• Hausdorff dimension of level sets in Engel continued fraction (Q4638664) (← links)
• METRIC THEORY OF PARTIAL QUOTIENTS OF N-CONTINUED FRACTIONS (Q5064327) (← links)
• ON THE INCREASING PARTIAL QUOTIENTS OF CONTINUED FRACTIONS OF POINTS IN THE PLANE (Q5076482) (← links)
• SOME RESULTS ON THE LARGEST PARTIAL QUOTIENT IN CONTINUED FRACTIONS (Q5086276) (← links)
• Subexponentially increasing sums of partial quotients in continued fraction expansions (Q5360378) (← links)
• (Q5680215) (← links)
• Sets of Dirichlet non-improvable numbers with certain order in the theory of continued fractions ^* (Q5854647) (← links)
• The relative growth rate of the largest partial quotient to the sum of partial quotients in continued fraction expansions (Q5964552) (← links)
• A note on the relative growth of products of multiple partial quotients in the plane (Q6045100) (← links)