Torsion -- Homotopic Convergence/Divergence -- Etale Cohomology -- Slater-Related Recursion

 The torsion that is incurred, upon the homotopic convergence/divergence, of an Etale Cohomological topological manifold, may often tend to work to bear a Slater-Related recursion. SAMUEL ROACH.

Diminishing Field Of Kinetic Energy

A propagated steadily diminishing field of kinetic energy, may often be said to tend to be enacted upon, by a Euclidean-Related torsion, to where the directly associated respective enactment of such torsion, may often be said, to tend to be occurring, via a Poisson-Related recursion. TO BE CONTINUED! SAM.

Torsion Applied Upon A Homotopic Divergence/Convergence

 A Euclidean-Related torsion, that is to be applied upon a homotopic divergence/ homotopic convergence, is to work to bear a directly associated Yukawa Coupling, that will often tend to be eminently associated, with a Poisson-Related recursion. Whereas; A Clifford-Related torsion, that is to be applied upon a homotopic divergence/homotopic convergence, is to work to bear a directly associated Yukawa Coupling, that will often tend to be eminently associated, with a Slater-Related recursion. SINCERELY, SAM ROACH. 

Resonant Static Pulse -- A Tense Of Recursion

What I term of as being a Resonant Static Pulse, is a genus of recursion in the scalar amplitude of the intensity of homotopic residue,  -- that is here to be locally present, at a given arbitrary region of space-time-fabric. In general; this is to where, the scalar amplitude of the intensity of a tense of the homotopic residue, that is here to be present for a certain respective phenomenology, as at a given arbitrary region in time and space, --  is repeatedly to go back-and-forth; from working to bear a greater amount of intensity, to working to bear a lesser amount of intensity, to working to bear a greater amount of intensity, etc... . SAM. (1989).