
Originally Posted by
Tensor
Not really, but some. The problem is that degeneracy pressure is based on Quantum Mechanical ideas. The smaller area a you box a fermion into, the faster it moves. That movement is the degeneracy pressure. This come about from the Pauli Exclusion principle. In stars, the equations of state for electrons (white dwarf) are pretty well understood. The EOS for Neutrons (Neutron Star) aren't quite as well understood (which is why the lower mass for a Black Hole still varies). As for the EOS of quarks, even less is known, at present.
Gluons change the color, not the flavor of quarks. So gluons cannot change quarks into other particles. This causes problems with trying to calculate the degeneracy pressure. Since quarks are fermions and subject to the Pauli Exclusion principle (as are electrons, protons, and Neutrons) identical quarks can't occupy the same space. However, if a gluon come along, it changes the color and thus a quark that couldn't go into a certain point, now can, with the change of color. You can see the problems this would cause when trying to compute the EOS>
As far as current thought goes, Nothing else is happening.