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Weierstrass function
Halloweierstrass
On Fractal Properties of Weierstrass-Type Functions
Continuous Nowhere Differentiable Functions
Pathological” Functions and Their Classes
F L Fractals What Makes a Fractal?
Arxiv:1110.1691V2 [Math.CA] 7 Nov 2011 the Takagi Function: a Survey
Functions That Are Everywhere Continuous and Nowhere Differentiable 1
Weierstrass's Non-Differentiable Function
Fractional Weierstrass Function by Application of Jumarie Fractional
Abstract Similarity, Fractals and Chaos
Continuous, Nowhere Differentiable Functions
Elliptic Functions: Introduction Course
1 Introduction
Central Limit Theorem for Generalized Weierstrass Functions
A Proof on the Non-Differentiability of Weierstrass Function in An
Weierstrass Function As the Prime Example
The Weierstrass Approximation Theorem
On French Pudding and a German Mathematician
Top View
Four Lectures on Weierstrass Elliptic Function and Applications in Classical and Quantum Mechanics
The Hausdorff Dimension of Graphs of Weierstrass Functions
Elliptic Functions
On the Chirp Decomposition of Weierstrass-Mandelbrot Functions, and Their Time-Frequency Interpretation Pierre Borgnat, Patrick Flandrin
Elliptic Functions
Applications of the Arithmetic Theory of Elliptic Curves
Dimension of the Graphs of the Weierstrass- Type Functions
The Fractal Dimension of the Weierstrass Type Functions 1 Abstract
Relation Between Spatio-Temporal Patterns Generated by Two
Fractional Derivatives of Weierstrass-Type Functions
Fractals and the Weierstrass-Mandelbrot Function
Everywhere Continuous Nowhere Differentiable Functions
Put Simply, Fractals Are the Images Produced When Particular Complex Functions Are Infinitely Iterated
Dynamical Fractal in Quantum Gases with Discrete Scaling Symmetry
Simple Proofs of Nowhere-Differentiability For