Tachyonic Fields

 A field that is tachyonic is a perturbative field that becomes divergent from an initial state of a relative tense of conformal invariance -- or, from an initial condition of Noether Flow -- into a flow that involves a combined Real and Njenhuis given arbitrary format of tensors that work to inter-bind the eluded to phenomenon that here becomes tachyonic. This process ends-up resettling the said phenomenon at a relatively distant locus, in a manner that involves a format of a re-convergence back into Noether Flow, once such a phenomenon settles, for the said phenomenon that had here become tachyonic previously. Either way, any tachyonic field will end-up forming a Wick Action eigenstate in so as to produce an ensuing Gaussian Transformation. So, any tachyonic field will involve a Cambell-Hausnedorf-Projection eigenstate that will pull upon a Hausendorf-Projection known of as a Wick Action eigenstate in a manner that acts as a correlary to the genus of activity that pulls a Wick Action eigenstate into a Landau-Gisner-Action eigenstate -- due to the indirect influence of the directly associated light-cone-gauge eigenstates upon the local Rarita Structure, as a given arbitrary phenomenon is acting in a tachyonic manner. The need for gauge-transformations when E.M. scatters is one given arbitrary case of such an activity. (Although light that scatters moves slower than in a vacuum, on the whole.) The activity of gauge-transformations not only allows for those Gaussian Transformations that involves that re-assortment that is necessary for E.M. to be propagated without disruption, yet, such activity also, ironically enough, works to allow for for the creation of entropy. Entropy is needed for the neccesary changes in physical states. To Be Continued! Sam Roach. P.S. Read my blog at samsphysicsworld@blogspot.com.