- #1
Phrak
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Would a pseudo Riemann manifold with Lorentz metric be obtained upon local rescaling of c?
Phrak said:(In retrospect, I really should have put a large question mark in thread title.)
How do you come up with this stuff, atyy? More than once you've come up with a useful source or pdf that I've downloaded or marked.
But, I can't view the contents of Ch. 4, so I can't tell if the author discusses it. Care to clue me in?
There's probable some very simple explanation of why rescaling c doesn't work though.
The alternate derivation of general relativity is a mathematical approach used to explain the theory of gravity proposed by Albert Einstein in 1915. It involves using the principles of special relativity and the mathematical framework of tensors to describe the curvature of spacetime caused by mass and energy.
The traditional derivation of general relativity uses the equations of motion and the equivalence principle to describe the behavior of gravity. The alternate derivation, on the other hand, uses a more geometric approach and is based on the concept of spacetime curvature.
The alternate derivation provides a deeper understanding of the theory of general relativity and its implications for the behavior of gravitational fields. It also allows for a more elegant and concise mathematical description of gravity.
Yes, there have been numerous experimental tests and observations that support the predictions of general relativity derived from the alternate approach. These include the gravitational redshift, the bending of light near massive objects, and the precession of Mercury's orbit.
The alternate derivation of general relativity has significantly influenced our understanding of the universe, particularly in the fields of cosmology and astrophysics. It has helped us explain phenomena such as the expansion of the universe, the formation of galaxies, and the behavior of black holes.