HOLES In ETERNAL FORMACIÓN, ETERNAL BLACK
HOLES
And
OTHER MATHEMATICAL CONCEPTS.
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When a star collapses when breaking the balance of pressures, its radio diminish until... until a point?
I fear not.
As it is collapsing we have that the radius diminishes while the mass stays, and then we can calculate that the time goes braking their elapsing. How we could see in braking the light, the speed of light is braked and is logical to think that all movement is also braked includin the collapse itself. As the density increase we have that the collapse becomes slower than the expected one, in a curve that tends to the detention of this collapse.
The black hole never reach to be formed and it remain in a state of eternal colapse more and more slowly and in eternal formation, without never arriving to be completely formed. This is a quite probable form of black hole, or almost.
But then, does the black holes exist?
A possibility is that they have always existed. That since the Big Bang remains residues of this original material that continue existing in form of black holes. They would be the eternal black holes, existing since the beginning of the time. Is possible that these black holes absorbed more matter later, and this matter would be in a state of permanent and eternal fall toward the black hole, trying to join it but without never succed, because his falling stops when the time stops in the event horizon.
These eternal black holes are mathematical concepts whose existence is with impossible demonstration but the study of mathematical concepts that are compatible with the general relativity theory, they were or not were physically conceivable, gave us and is giving many concepts and new and interesting ideas.
One of these mathematical ideas are the worm holes. First we can imagine the existence of several parallel universes working to several temporary paces, or better in several temporary instances, and the two universes connected by a worm hole. They are the Einstein-Rosen bridges, concept thought by Einstein and their collaborator Nathan Rosen in the twenties. This was also led to another extreme by John A. Wheeler who thought that a worm hole could join two points of the same universe. Wheeler baptized these mathematical concepts as "worm holes".
Also people thought in time machines, locating a neutrons star in the mouth of a worm hole in order to brake the time creating a time differential between an worm hole end and the other one. We can read an article of Paul Davis in Scientific American, September 2002 and also their book "How to Build a Time Machine. Paul Davies. Viking, 2002".
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