Can Black Holes Have Equal Spin and Behave as Indistinguishable Fermions?

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SUMMARY

This discussion centers on the behavior of black holes, specifically Kerr and Newman black holes, and their potential to act as indistinguishable fermions when possessing equal spin and closely matched rest masses. It highlights that black holes have a continuous distribution of rest mass and can emit Hawking radiation, with the wavelength of this radiation being proportional to their Schwarzschild radius. The conversation also touches on the complexities of integrating black holes within quantum mechanics, emphasizing the lack of a current quantum theory of gravity and the implications for color charge and hadronization in the context of black holes.

PREREQUISITES
  • Understanding of Kerr and Newman black hole geometries
  • Familiarity with Hawking radiation and Schwarzschild radius
  • Knowledge of quantum mechanics, particularly color charge and hadronization
  • Basic principles of general relativity and gravitational lensing
NEXT STEPS
  • Research the implications of Hawking radiation on black hole thermodynamics
  • Study the Kerr-Newman metric in detail to understand its properties
  • Explore current theories on quantum gravity and their relation to black holes
  • Investigate the concept of color charge in quantum chromodynamics (QCD)
USEFUL FOR

Astronomers, physicists, and researchers interested in black hole dynamics, quantum gravity, and the intersection of general relativity with quantum mechanics will benefit from this discussion.

  • #31
Ultrarelativistic in which frame? Confinement does not depend on the speed of protons.
 
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  • #32
mfb said:
Confinement does not depend on the speed of protons.
it has to depend on the energy or temperature, if the QGP can exist...
 
  • #33
Energy in the center of mass frame, sure. An isolated proton is never a quark-gluon-plasma, no matter how fast it is relative to you. Why should your reference frame matter at all? It is arbitrary.
 
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