Do Trapped Surfaces of Penrose & Hawking Ever Form?
At the outset, let me begin with some preliminaries: Consider an evolving spherically symmetrical fluid and divide it into concentric spheres in such a manner that, despite evolution, the number of particles (or baryons) remain fixed for each sphere. This fixed number for a given sphere could be proportional to a symbol `r' and which can be a `co-moving' radial coordinate. At the surface of such a sphere, let there be a clock tied to the fluid. The time recorded by such a tagged clock ``t'' is co-moving time. The surface area of the sphere, in curved space-time,…