The Higgs-Landau Action

The Higgs-Landau Action is that multiplicit eigenmetric -- in which the correlative and respective Landau-Gisner Action, acts in a Fourier-based manner, in so as to operate  upon that directly corresponding eigenstate of the Fischler-Suskind Mechanism, by which the directly corresponding Higgs Boson eigenstate is guiding the directly corresponding holonomic substrate of the Klien Bottle eigenstate, in so as to work to pull the so-stated holonomic substrate of the said respective Klein Bottle eigenstate into the Kahler-Metric -- so that those discrete quanta of energy that are in the need of being able to re-attiain their fractals of discrete energy quanta, are thus able to go about this said process -- so that the needed Gaussian translations that need to be achieved, are then put into the process of then being achieved.  This works to not only allow for the re-attainment of the needed fractals of energy quanta to be re-attained, so that discrete energy may both persist and exist -- yet, this process also works to help in the Fourier-based activity that is needed, so that the multifarious differential geometries that are proximal localized to the multiplicit cite of the Kahler-Metric, may be able to better orientate into a condition of a more stable morphological-based setting.