The General Theory of Relativity: Its Faulty Mathematical Foundations
Stephen J. Crothers, who for the best part of two decades have advanced several proofs that the theory of black holes is invalid because it violates the rules of pure mathematics is looking at the General Theory of Relativity and its faulty mathematical foundations.
The essence of the proof is quite simple in principle, Albert Einstein first advanced his general theory of relativity in unimodular coordinates. In these coordinates these field equations can be written explicitly in term of his pseudo tensor.
He introduced this pseudo tensor in order to make his theory satisfy the usual conservation laws for energy and momentum. Yet, under a tensor operation called contraction, Einstein’s pseudo tensor produces a first order intrinsic differential invariant.
Unfortunately for Einstein’s theory, pure mathematicians had proven that the first order intrinsic differential invariants do not exist. Therefore, Einstein’s unimodular field equations are invalid.
Source: YouTube
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Herb Rose
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Advanced math is used to make things that fail basic math seem plausible. At the speed of light time does not exist. It is zero. 188,000 times zero equals zero so when you do a proof where you divide by ct you are dividing by zero and the proof is invalid. Something (acceleration) that is a function of a variable (distance) cannot be identical and equal to something (gravity) that is an inverse function of the same variable.
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