Algebraic Geometry of Discrete Dynamics. The case of one variable
Authors: V.Dolotin, A.Morozov
This paper and related papers at the Los Alamos National archive in the sections for High Energy Physics Theory
discuss mathematics of the Mandelbrot and Julia Sets at a level of math I hardly understand. Hopefully one of the members of this forum can help bridge some of the gaps.
I found his schematics of the structure of the Mandelbrot set quite intriguing. They relate to my own musing about how to show the scaling invariant nature of the M-set as based on restarting the interations after translation, scaling and rotation of the orign.
In any case, I thought this group should become aware of the work--especially when it is archived in such an unusual place.