I should add..
While I am not a particular fan of String Theory; I agree with one of its main assumptions - that we must consider what happens in higher dimensions, in order to fully understand the Physics we observe in a 3-d universe. Accordingly; my work with the Mandelbrot Set also projects beyond the 2-d realm, into higher dimensions.
I want it to be known that part of the relevance of the Mandelbrot Set to Physics extends from the fact it exists in the hyper-complex domain, as well as ordinary complex numbers. There is a Quaternion and an Octonion Mandelbrot Set, for which the version we see is a 2-d projection. So by studying the progression of forms along the periphery of the 2-d version, we can evaluate time evolutive properties of natural systems without having to consider all the complexities.
Regards,
Jonathan