Entropy And Rayleigh Scattering

Whenever one is to have the proximal local presence of entropy, one will have at least one or more eigenmetrics of a Rayleigh scattering, that will be of the re-distribution of the holonomic substrate of the correlative Ward-Cauchy-based eigenindices -- that are here to be re-distributed.  Entropy is, most intrinsically thought of -- as a general condition of disorder.  Whenever there is a proximal local general condition of disorder, then, there will be at least one or more eigenmetrics of an annharmonic-based scattering.  An annharmonic-based scattering, is a scattering in which the adjacent scattered eigenindices are here to bear an odd chirality.  Such a general tense of an annharmonic scattering, may here be called a Rayleigh scattering.  This  is why the general condition of entropy, will always work to involve at least some manner or degree of the process or of the processes of the state of a Rayleigh scattering.  I will continue with the suspense later!  To Be Continued!  Sincerely, Sam Roach.