A lot of metaphysicists have considered the idea that a black hole can contain a white hole or another universe... That supposition has a rarely discussed and fascinating effect: If two black holes collide, and one of them contains a unverse similar to our own, (where energy and time have been created by the excitation of matter under near infinite gravity), the unvierse would not change state slowly or inflate gently, because two black holes colliding would kind of destroy all the the universes existing in either one, even though the timeframe for a universe existence is negligeable compared to the likelihood of a collision, the possibility does exist that tommorow or whenever, our own universe would be stretched by an unexpected anti-big-bang event called a big-stretch.
Suppose that you have two infinitely bouncy golf balls that exist inside a perfect sphere in weightless suspension, and both golf balls start bouncing at a random angle and are 10 or 100 times smaller than the container. The balls can either be zero friction and whatever simple friction scenarios can easily be applied in algebra.
I think that this is the big question regarding black holes. People are relatively distracted by many idiosyncrasies of black holes, and it's important to consider what the mathematics are of discrete waves, lets call them colliding objects, inside small and near infinitely small spaces. After all light and particles react together, sometimes they collide.
Black Holes have the added complication, that the golf balls can devide into more small golf balls when they are squeezed alot, and then into smaller ones, as proved by particle accelerators.
Black holes will only ever be a mathematical study, because no information escapes them except for a bit of uniform featureless radiation which i think has mile long wavelengths (as opposed to infra red)..
I was struck by the irrational nature of BH's and I came up with a fun and different amateur theory regarding their interior which i will describe and explain.
BH's are complexity generation engines, and can generate an quasi infinite number of universes within them.
As temperature and pressure grows, matter changes. The energy imposed on matter forces particles to disintegrate and recombine in different ways and subatomic orbitals fold over each other into new, smaller and faster patterns.
Because a black hole contains millions of different compression levels, can it be said that the matter inside a black hole will transition between millions of different states and dimensions.
As the temperature forces subatomic particles to vibrate much faster, in the space of one nanosecond inside the black hole, 10 billion years would occur in a planet far away.
Amateur scientist question sorry: If matter could recombine into many different states of orbital equilibrium and timescales inside a black hole, does that not mean they are engines for creating durable universes that slowly transition from one state of matter to another? they are universe generators?
I like that theory because it means that the universe is a self replicating structure, which is a natural law of presence and of creation.
BH's generate time by making waves move faster and more hotly. if matter is moving a googleplex faster then sequences of events are happening a faster and 14 billion years occur on our planet in the time that only a nanosecond occurs inside the BH.Gravity works as a mathematical feedback loop by reflecting waves within an enclosed system and therefore back onto themselves. The larger the amount of gravity, the more complex equations happen at the center of gravity, the hotter it is and faster particles move. Chaos is generally created using feedback loops, and so are fractals, they are generally loops which exponentially increase the complexity of the pattern in ever iteration. This is what i think must be happening inside a black hole. We know that smaller particles have a nonlinear and probabilistic nature, and the smaller the particles are the more nonlinear and dense with probability they are, the volume of chaotic possibility created by so much mathematical feedback creates time, space, dimensions, in highly ordered equilibria which transition from one to the next. Time is in essence probabilistic density o_o.
All matter is made of waves, that have an irrational number base similar to PI. Inside a black hole the matter does not stop ascribing to wave theory, actually it moves faster and in smaller wavelengths, it cannot slow down or cancel each other out because waves occupy no space and therefore only interact together like waves on a swimming pool and do not cancel each other out unless they are straight. The radius if the BH is not straight, nothing in the BH suggests that energy cancels itself out in there, so it must only be complexifying itself...
So complexity and time is literally generated in an odd way inside a black hole, and we could say that the complexity is the same as in the large space but confined in a small space and therefore appears more complex, and that my theory is false.
Time slows down as it arrives at the event horizon, and then time stops. So what happens to time afterwards? either it stays stopped, which is not possible because events occur in the BH, or it goes backwards or devides itself, or it is generated. If photons are devided into subatomic particles inside a BH we can say that time is generated? if the radiation is so powerful and hot, that it has wavelengths smaller than anything measurable in our universe, then another universe is created, and another kind of exotic time... and if the matter doesnt stop compressing and falling inwards, information is actually created by the exponential nature of trigonometry feedback loops.
What are examples of that trigonometry in maths examples?
Morbus cyclometricus is the ancient maths alchemy from the renaissance that involved squaring the circle and finding a rational basis to PI. Irrational numbers already have a high degree of complexity, and waves are made with PI and are irrational. So what happens to two irrational number based waves/functions when they multiply, what can be said of their complexity? a very confusing question. I will not pretend that i know at all, first of all it depends how many physical dimensions the waves exist in, because their interaction causes them to deviate in all the dimensions they exist, they are only 2d functions in their discreet nature, and they arrive at each other form random angles with different irrational quotients. It's pretty strange fantasy science? I love it.
An example of morbus cyclometricus is the MandelBox 3d fractal(pictured). It combines a sphere and a cube to generate interesting 3d surfaces, the cube serves to reflect the sphere in a regular way in space which doesnt turn into grey noise very fast, it's a pleasing kind of maths.
