Calculation of Boltzman-Shannon entropy to study the energetic behaviour of the chaotic nociceptons in four dimensional BIS space using Ricci flow equations

Energized nociceptons are the particles associated with the quanta of BIS mechanism. The Ricci flow was introduced by Hamilton. It plays an important role in the proof of the Poincare conjecture. The behavior of a Nocicepton is comparable with that of a quantum wormhole in space-time foam. Suffice it can be described as a Ricci flow. Enhancement of entropy makes a system disordered. Hence enhances the energy of the BIS system along with the same of the surrounding galactic objects. In our present paper, the evolution of chaotic geometries under Ricci flow is studied. Using the properties ofa quantum wormhole whose throats either pinch off or evolve to a monotonically growing state, we have calculate Boltzman-Shannon entropy to study the chaotic behavior of the nociceptons in four dimensional BIS space.