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- Computer Generation of Fractals Some Methods
- Efficient Pythagorean Trees: Greed Is Good
- Cantor Set, Sierpinski Triangle, Koch Snowflake, Fractal Dimension
- Fractal and Multifractal Analysis of Complex Networks: Estonian Network of Payments
- Multifractal Analysis of Movement Behavior in Association Football
- Fractals, Self-Similarity, and Beyond Rohitha Goonatilake, Ray A
- Chapter 6. Gauging the Fractal Dimension of Cognitive Performance
- A New Visualization Algorithm for the Mandelbrot Set
- A Review of Methods Used to Determine the Fractal Dimension of Linear Features I
- Iterated Functions Systems Composed of Generalized -Contractions
- Fractals and L-Systems
- Fractals, Lindenmayer- Systems and Dimensions
- Photographic Fractal Trees
- Lindenmayer Systems, Fractals, and Their Mathematics
- The Mandelbrot and Julia Sets
- A Method for Estimating Fractal Dimension of Tree Crowns from Digital Images
- Pythagoras Trees in Postscript Fractal Geometry 0
- The Solutions to the Uncertainty Problem of Urban Fractal Dimension Calculation
- Fractal Dimensions
- Parametric L-Systems and Borderline Fractals
- FRACTAL ASPECTS of the ITERATION of 7 - Xz(1 - 2) for COMPLEX X and Z Benoit B
- Generalized Pythagoras Trees for Visualizing Hierarchies
- Self-Similarity and Fractal Dimension Math 198, Spring 2013
- Fractals Series
- Overview of Fractal Tree Antenna for Wireless Application
- Fractal Dimension of Self-Similar Sets
- Fractal Dimension
- Fractal Shapes Generated by Iterated Function Systems Mary Catherine Mckinley Louisiana State University and Agricultural and Mechanical College
- Exploding the Dark Heart of Chaos Chris King March 2009 – Jul 2016 Mathematics Department University of Auckland
- Exploding the Dark Heart of Chaos: Part I
- Fractal Dimension and Retinal Pathology: a Meta-Analysis
- Fractal Dimension for Data Mining [.Pdf]
- Using Tensor Decompositions for Creating Self-Similar Patterns
- Arxiv:Math/9806039V2
- Session 10 Self-Similarity and Power Laws
- Fractal Series by John Driscoll Rough Draft 10/22/2012
- Generalized Pythagoras Trees: a Fractal Approach to Hierarchy Visualization
- Fractal Dimension and Julia Sets Robert Delorto Eastern Washington University
- Fractals and Fractal Geometry, Coastline Paradox, Spectral
- Fractal Dimension As a Prognostic Factor for Laryngeal Carcinoma
- Estimating Fractal Dimension
- Efficient Pythagorean Trees: Greed Is Good
- Analytic and Numerical Calculations of Fractal Dimensions
- Fractals and the Weierstrass-Mandelbrot Function
- Numerical Estimation of the Area of the Mandelbrot Set Using Quad Tree Tessellation and Distance Estimation
- Topology of Fractals
- Multifractals of Central Place Systems: Models, Dimension Spectrums, and Empirical Analysis
- 130. Pythagorean Tree Multiband Fractal Antenna
- Calculating Fractal Dimensions of Attracting Sets of the Lorenz System
- An Analysis of Applying Fractal Dimension to Stream Networks Adam Zhang Mentors: Fred Swanson, Ph.D., Desiree Tullos, Ph.D., and Julia Jones, Ph.D
- Fractal Cosmology © Lori Gardi 2012