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by lotw_dot_site
1420 days ago
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At a certain point of abstraction, theoretical physics almost never has any direct correlation with empirical reality. It is most often used as a way to give the paradigm lenses that color our thoughts nice little workouts. (One can also apply Wittgenstein's notion of language games here.) If, by the term "black hole", a person is referring to some object that has the shape of a mathematical point, then it just doesn't make much sense to call it a thing that relates to the world of observation. (The postulates of Quantum Mechanics dictate that physical objects must be fundamentally spread out in the form of wave functions.) Solutions to simplistic kinds of mathematics come in the form of idealizations called "points". But physical reality is fundamentally spatial, and the necessary maths must involve things like topological manifolds, which brings us directly to the doorstep of String Theory, which is not so much a "theory" but rather a broad category that consists of the entire spectrum of all possible Quantum Field Theories. String Theorists, in fact, are always speculating over the possibility of some given theory's existence, such as when Witten spoke of a mysterious "M-theory" in the mid-90's. |
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Black holes aren't points, they're space-time shapes with a singularity at the middle and a spherical event horizon. The black hole at the center of our galaxy extends across 16 million miles, or a little over eighteen times the size of our sun.
If the singularity at the middle is slightly modified to be something else according to a better theory of gravity (most physicists believe that this will eventually happen), the outlying spacetime will not change very much, for reasons similar to how Newton was able to work out how the planets moved around the sun without knowing what the sun was made of or what was inside it.
If you imagine a circus tent propped up in the middle by a square pole, it will look very much like one propped up by a round pole. That's because solutions to the Laplace equation smooth themselves out as quickly as possible as you move away from the boundary condition.