Pages that link to "Item:Q764641"
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The following pages link to On the set of points where Lebesgue's singular function has the derivative zero (Q764641):
Displaying 17 items.
- Asymptotic expansions for linear homogeneous divide-and-conquer recurrences: algebraic and analytic approaches collated (Q401474) (← links)
- The Takagi function: a survey (Q418203) (← links)
- Singularity results for functional equations driven by linear fractional transformations (Q482803) (← links)
- Random deviations of ergodic sums for the Pascal adic transformation in the case of the Lebesgue measure (Q748505) (← links)
- A singular function with a non-zero finite derivative on a dense set with Hausdorff dimension one (Q890530) (← links)
- Conditions for continuity of fractional velocity and existence of fractional Taylor expansions (Q1677774) (← links)
- Pisot numbers and strong negations (Q1694041) (← links)
- A fundamental theorem of calculus for the Kurzweil-Henstock integral in \(\mathbb{R}^m\) (Q1852424) (← links)
- A new approach with new solutions to the Matkowski and Wesołowski problem (Q2042970) (← links)
- Singular function emerging from one-dimensional elementary cellular automaton rule 150 (Q2120330) (← links)
- The pointwise Hölder spectrum of general self-affine functions on an interval (Q2173793) (← links)
- Hausdorff dimensions for graph-directed measures driven by infinite rooted trees (Q2188798) (← links)
- Characterization of strongly non-linear and singular functions by scale space analysis (Q2408352) (← links)
- Limiting curves for the Pascal adic transformation (Q2628957) (← links)
- On the differentiability of certain saltus functions (Q3098897) (← links)
- Number of nonzero states in prefractal sets generated by cellular automata (Q5141047) (← links)
- Fraktal and Differential Properties of the Inversor of Digits of Q s-Representation of Real Number (Q5223389) (← links)
