| Fractals Chaos Glynn Function Gallery Also see the Fractals and Chaos Section of the Math Reference Library |
Note: If you have a fast machine (233 MHz Pentium II or faster),
you'll likely need a patch to run TP 7 programs on this page.
See this fix for
"Runtime Error 200."
| Program | Description | Files | Keywords |
| Evolution of the MandelbrotSet | Mandelbrot Set | ||
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Fractal Discovery
Lab: Art Gallery, Microscope, Movies, Tools, Library |
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| Fractals Show 2 | Fractals, Chaos, Mandelbrot Set, Julia Set, Biomorph, Rainbow, WavelengthToRGB, pf32bit, Delphi | ||
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Sierpinski Triangle Gasket | Sierpinski triangle, Sierpinski gasket, fractals, self-similarity, Hausdorff dimension, digital pantograph, world-to-pixel mapping, recursion | |
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von Koch Snowflake | von Koch curve, von Koch snowflake, fractals, self-similarity, Hausdorff dimension, digital pantograph, world-to-pixel mapping, recursion | |
| Program | Description | Files | Keywords |
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Iterated Function System to create four ferns (Also see, Mathematical Recreations, Scientific American, "How to transform flights of fancy into fractal flora or fauna," May 1990) | Fern.ZIP (TP 7 Source and EXE) |
IFS |
| Lyapunov Exponents: how to compute and display the Lyapunov exponents of the logistic map with periodic forcing (and to compute and display some very interesting graphics images). | Lyapunov Exponent, Logistic Map, Logistic Equation, Chaos, Fractals. Rainbow, WavelengthToRGB, pf32bit, IEEE single | ||
| Strange Attractors: Mathematical Curiosities Originally developed for the Maryland Science Center. | Strange.ZIP TP 7 Source: TP7Strng.ZIP |
Lorenz, Rössler, Hénon, Ikeda, Strange Attractors |
Glynn Function Study Center Gallery
| Updated | 14 Jun 2009 |
| Since | 1 Nov 1998 |