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The Road to Reality Study Notes: Difference between revisions
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Finally, the Mandelbrot set is defined as the set of all points c in the complex plane so that repeated applications of the transformation mapping z to z²+c, starting with z=0, do not escape to infinity. | Finally, the Mandelbrot set is defined as the set of all points c in the complex plane so that repeated applications of the transformation mapping z to z²+c, starting with z=0, do not escape to infinity. | ||
== Other Resources == | |||
* [Chronological guide to concepts introduced in TRTR https://docs.google.com/document/d/1XabH2WM24GklXoAyrGkD3XgtplcWoSH3e2tde4jL_vI/edit#] | |||