Hamiltonian Operators And Phenomenology Divvied-Out

A Hamiltonian operator is often thought of, as being the "overall" energy of a system.  Often -- any Ward-Cauchy-related phenomenology that is comprised of a set of one or more discrete quanta of energy, that operates to perform one specific function ( of which I often term of as being an orbifold eigenset) -- may be thought of as being an example of a Hamiltonian operator.   But recent science has worked to indicate the presence, of what may here be termed of to be the existence of "zero-point-energy."  In my model of string theory, this said zero-point-energy is based upon the presence of what I term of as being "mini-stringular segmentation."  It is this said mini-stringular segmentation (of which is to bear a thickness, that is on the order of being 10^(-129) meters thick in its cross-sectional extrapolation), that is what is here to work to inter-connect the topology of discrete energy, into the eminent presence of the physical condition of what may be thought of as being "homotopy."  Homotopy is that general Ward-Cauchy-related physical condition -- by which all discrete energy, that is not in the process of being frayed from within the confines of a black-hole, is to be inter-connected, either by one means or another, by at least some sort of field.  Superstrings of discrete energy permittivity, are, when individually taken, and when under the stipulations of such a model,  basically comprised of by a bead -- of what I term of as first-order point particles (to where such earlier mentioned superstrings of discrete energy permittivity, may be either closed-looped, open-looped, or open-stranded).  Such first-order point particles are, furthermore, comprised of a "yarn-like" entanglement, of what I term of as being such a so-stated mini-stringular segmentation.  (Segmentation, -- since such a so-eluded-to thread, that is here to be comprised of -- by what I term of as being basically a bead of second-order point particles -- is then to be tied or knotted, at countless multiple spots in the substringular, and thus, it is not an untied pattern of thread-like phenomenology.)  Besides from within the confines of black-holes -- mini-stringular segmentation, of which may be thought of as being the essence of zero-point-energy, is thus to signify the presence of the smallest general classification of phenomenology that may be divvied-out in time and space.  Consequently, one may then say, that the overall system of a tense of phenomenology -- that works to be comprised of by any actual scalar amplitude, of either a tense of zero-point-related energy and/or a tense of Planck-related energy, may be described of as being a Hamiltonian operator.  Therefore -- any Ward-Cauchy-related phenomenon in the substringular,and/or any set of such a so-implied Ward-Cauchy-related phenomenology -- that is here to be divvied-out, to where it is here to potentially to bear at least one operational function or another, -- may often thus be described of, as being a sense of what may be termed of here as being a Hamiltonian operator.  Samuel David Roach.