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 4D Manderlbrot set.
Maybe it could just get caked onto the existing infinite border. Maybe this is where the holographic principle actually lives instead of the surface.
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.
In furtherance of the importance of BH, we could propose a toroidal universe with a super massive center which is a Black Hole entrance and a White Hole exit, creating a continuously recycling universe with conservation of energy and an accounting of all the known universal “constants” as we know them.
Assume that the shape of the universe is toroidal.
This gives us the four known forces of Gravity, Electromagnetism, the Strong and Weak nuclear forces plus the forward motion of Time.
In addition this provides “conservation of energy”, while providing a constant renewal without an eventual the need for a static (dead) universe and accounts for “expansion and contraction” of spacetime.
Seems that such a configuration would account for just about everything we know about the universe.
Obviously, the dark part of the Mandelbrot set is completely filled with fractal reiterations down to Planck scale. And if spacetime is fractal, then a Black Hole should be that fractal part which is completely filled with fractal stuff.
Torus-shaped energy fields don’t just exist at the universal scale; they exist at every scale of reality…
This video shows that our Local Group of galaxies is located near the centre of a 1.7 billion light-year-wide toroidal energy flow between the Dipole Repeller and the Shapley Attractor.
