His math is correct - but his theory is not really stated (see sol invictus's previous posting).
Yes, I did read Sol's post. On re-reading the paper, the abstract starts with "A retrospective analysis of the field theory of gravitation, describing the gravitational field in the same way as other fields of matter in the flat space-time is done". So, is this really a "Baryshev theory" and should he have included the math for the entire theory?
GR asserts and observations confirm that black holes exist. The actual density/volume of the mass in a black hole is classically infinite, i.e. a singularity. ......, e.g. Sag A* would be 4.3 million solar masses in a volume of radius 1.6 × 10-33 centimeters.
Tim Thompson said this in a previous post
"The singularity is one of those 1/0 places, and that quantity is not
infinity, it is
undefined, which means that general relativity has nothing at all to say about what happens at that point. That's why I have said before that general relativity fails at the singularity. A quantum theory of gravity, or a quantized version of general relativity, is needed to get rid of the singularity and determine what really happens at the singular point. "
Now, I dont dispute the existence of black holes, but the notion of infinite density in essentially zero volume is a deal breaker.
Now, in the quantum theory of gravity, the carrier is the hypothetical graviton. How does this not fall into a field theory of gravitation, given that quantum field theory describes all known physical interactions.
Thanks for your input, perhaps you can clarify my aging thought processes.
ETA> I also interpret the fact that the field theory of gravity specifically omits blackholes to get rid of the infinities and complex math.
Just a thought, I can't say for sure.