/? Quantum gravity fluid
https://scholar.google.com/scholar?q=related:FV3voSY5-kYJ:sc...
"Gravity as a fluid dynamic phenomenon in a superfluid quantum space. Fluid quantum gravity and relativity." (2017)
> The hypothesis starts from considering the physical vacuum as a superfluid quantum medium, that we call superfluid quantum space (SQS), close to the previous concepts of quantum vacuum, quantum foam, superfluid vacuum etc. We usually believe that quantum vacuum is populated by an enormous amount of particle-antiparticle pairs whose life is extremely short, in a continuous foaming of formation and annihilation. Here we move further and we hypothesize that these particles are superfluid symmetric vortices of those quanta constituting the cosmic superfluid (probably dark energy). Because of superfluidity, these vortices can have an indeterminately long life. Vorticity is interpreted as spin (a particle's internal motion). Due to non-zero, positive viscosity of the SQS, and to Bernoulli pressure, these vortices attract the surrounding quanta, pressure decreases and the consequent incoming flow of quanta lets arise a gravitational potential. This is called superfluid quantum gravity. In this model we don't resort to gravitons. Once comparing superfluid quantum gravity with general relativity, it is evident how a hydrodynamic gravity could fully account for the relativistic effects attributed to spacetime distortion, where the space curvature is substituted by flows of quanta. Also special relativity can be merged in the hydrodynamics of a SQS and we obtain a general simplification of Einstein's relativity under the single effect of superfluid quantum gravity.
IIRC, when I searched gscholar for "wave-particle-[fluid]" duality" a few weeks ago there were even more recent papers.
Does Quantum Chaos describe fluids or superfluids? https://en.wikipedia.org/wiki/Quantum_chaos
Do CAS tools must stop reducing symbolic expressions describe infinity such that?:
assert n*x*oo == oo
Conway's surreal numbers of infinity aren't quite it, I'm afraid. Countability or continuum? Did Hilbert spaces (described here in SymPy with degree n) quite exist back then? Degrees of curl; divergence and convergence https://docs.sympy.org/latest/modules/physics/quantum/hilber...
Sorry, but I'm afraid you're not making a lot of sense.
How is "GR on Bernoulli", GM cannot describe nxoo more precisely than oo, and Conway's surreal infinities aren't good axioms either (for GR or for QM with (chaotic) fluids which perhaps need either infinities plural or superfluid QG (instead of QFT fwics); not making sense?
No, I'm afraid not. You might want to provide some background on what you're trying to say and, also, on your notation.