What if the Mandelbrot set is connected to black holes?

[pittsburghjoe]

Is the Mandelbrot set telling us the complex numbers within it are more than imaginary? Could those numbers be used as quantum information? Could this be the shape we would see at the core of a black hole? When a black hole feeds ..it is adding to the infinite border of the Mandelbrot set.

Side Thought: When a giant star collapses, I think it is creating a greater dimensional Manderlbrot set.

The Mandelbrot set is now associated with bifurcation charts (cyclical events that have a negative feedback loop) https://youtu.be/ovJcsL7vyrk Sounds like a black hole to me.

3.57 cycles in a black hole and matter is turned to chaos ..quantum waves in superposition.

https://imgur.com/1WCOQmc

Could information being pulled into a black hole be converted to deeper define the edges of mandelbrot? Maybe it could just get caked onto the existing infinite border. Maybe this is where the holographic principle actually lives instead of the surface. Would that help the information paradox?

It seems to be a core math object between -2 and 0.25 It would give it a reason to exist.

credit for animation that I reversed: https://www.deviantart.com/pifactorial/art/Mandelbrot-Resequenced-Tomograph-340425059

extra side thought: I think all quantum waves could be the result of 3.57 cycles of bifurcation. Chaos sure seems to be the same thing as superposition.

[pittsburghjoe]

Quaternions might get involved https://www.youtube.com/watch?v=d4EgbgTm0Bg

A 2D cross-section of the 4D quaternion Mandelbrot set as it is rotated 360 degrees in the XW-plane. Looks like a black hole https://www.youtube.com/watch?v=Dr_bFbn-DME

A Quaternion Mandelbrot https://www.youtube.com/watch?v=c-K4Lk98m38