Relative Frequency Of Gravitational Waves

As an initial aside, gravity waves tend to bear a wavelength of anywhere between 5*10^(-22) meters to 4*10^(-18) meters. The higher that the relative frequency is to be, as to the holonomic translation -- of what are to here be the presence of two given arbitrary sets of respective comparitive gravitational waves, to where each individually taken set is here to bear its component waves as to be working together here in unison -- the higher that the scalar amplitude will tend to be, as to the directly corresponding helicity of the directly corresponding phenomenology of the said set of gravitational waves, that are here to bear the so-stated higher frequency.  When in terms of a comparison between two different distinct gravitational waves, as is here to be a given example for reference, for instance, say if one given arbitrary gravitational wave were to here to have a higher frequency than another given arbitrary gravitational wave that is to as well to be considered here, -- then, the gravitational wave that is of a higher frequency, will tend to have a higher number of Fourier-related spiral-shaped formations over an extrapolated trajectory, than the other gravitational wave will tend to have, due to that Schwinger-related torsioning, that is here on account of an increased energy that is to applied to the said wave, in so as to work to cause the so-stated increase in frequency that is then to tend to create a higher degree of helicity -- when this respective situation is to be taken along the topological stratum of the actual physical entities, that are of the two said comparative gravitational waves.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.