Black hole

A black hole is any object whose gravitational pull is so high that the escape velocity is at least the speed of light:


 * $$v_{escape} \geq c \,\!$$

A distance away from the black hole at which the escape velocity is equal to the speed of light is known as the event horizon. Relativity predicts the existence of a singularity right inside the black hole - a point of infinite density but limited mass, and infinite gravity. Quantum physics and relativity fail to describe what happens to particles inside the singularity.

Pilitron Theory on Black Holes
In pilitron theory, the singularity cannot be a "point" with infinite density, because space is quantised. The singularity cannot get any smaller than 1 Planck volume, and so there is not infinite gravity. The equations of pilitron thermodynamics and pilitron mechanics can be applied to black holes.

It is hipothesized that inside black holes there may be good conditions to form chalcrotrons, and that a "stable chalcrotron" (one that is constantly re-spawned) may exist as the black hole's singularity, with unstable ones around it.