# The Mandelbrot Set

Formed by iterating the quadratic polynomial \[ z \to z^2 + c \] and seeing what happens.

# 1 Software

# 2 Graphical Algorithms

# 3 Numerical Algorithms

# 4 Symbolic Algorithms

# 5 Further Algorithms

# 6 Change Log

2024-03-08 Julia Size
2024-01-31 Buddhabrot
2024-01-15 Reliable Mandelbrot
2024-01-04 Exact Mandelbrot
2023-11-29 Millionaires
2023-11-13 Patterns in deep Mandelbrot zooms
2023-09-24 Inflector Gadget
2023-06-09 Trustworthy Mandelbrot
2023-04-20 z→z²+c
2023-03-04 m-describe
2023-03-03 Mandelbrot Artists
2023-02-12 Fast External Ray Algorithms
2023-02-06 mandelbrot-prelude
2023-02-02 Mandelbrot Code
2022-12-21 Location Analysis
2022-12-06 Mandelbrot Notebook
2022-12-06 Pi In The Mandelbrot Set
2022-12-06 Fractal Dimension Of Julia Sets
2022-12-06 The Spider Algorithm
2022-12-06 Julia Morphing
2022-12-06 Stretching Cusps
2022-12-06 Exponential Map
2022-12-06 Zoom Interpolation
2022-12-06 Poincaré Zoom
2022-12-06 Glitches
2022-12-06 Series Approximation
2022-12-06 Perturbation
2022-12-06 Other Angles
2022-12-06 Hair Navigation
2022-12-06 Islands In Hairs
2022-12-06 Spoke Navigation
2022-12-06 Lavaurs' Algorithm
2022-12-06 The Farey Tree
2022-12-06 Primary Bulb
2022-12-06 Tuning
2022-12-06 External Angles
2022-12-06 External Ray Out
2022-12-06 External Ray In
2022-12-06 Domain Size
2022-12-06 Shape Estimate
2022-12-06 Size Estimate
2022-12-06 Interior Point
2022-12-06 Nucleus
2022-12-06 Misiurewicz Point ("Naive")
2022-12-06 Misiurewicz Point ("Full")
2022-12-06 Child Size
2022-12-06 Attractor
2022-12-06 Interior Distance
2022-12-06 Misiurewicz Domains
2022-12-06 Atom Domains
2022-12-06 Interior Coordinates
2022-12-06 Exterior Distance
2022-12-06 Dwell Gradient
2022-12-06 Exterior Coordinates
2022-12-05 Binary Decomposition
2022-12-05 Escape Time
2022-12-05 Continuous Dwell
2022-12-05 Membership