Let us initially consider one relatively large set of orbifold eigensets -- that work to form a molecule. Each individually taken orbifold eigenset -- that works to help at comprising the said molecule -- is a set of discrete quanta of energy, that operate in so as to perform one given arbitrary function. The overall set of orbifold eigensets, that work to comprise the said molecule, is of that state of condition, -- to where the said molecule is initially a solid. There is here to be a relatively small scalar magnitude of infrared energy or heat, that is here to be directly interacting with the said molecule -- to where the said molecule is here said to be frozen, in so as to be a solid. As the temperature of the molecule of this case is to increase -- this corresponds to the condition that there is here to be a correlative increase in the amount of heat or infrared energy, that is to be directly being applied to the said molecule per time. Heat is a form of electromagnetic energy, since it is infrared electromagnetic energy. So, as the amount of heat that is being applied to a region is to increase per time, -- there is to here be an increase in infrared electromagnetic scattering to be applied to the proximal locus of the said molecule per time. As there is here to be a multiplicit increase in the Ward-Cauchy condition of infrared electromagnetic energy, that is to be applied to a set proximal locus over time -- there it to be an increase in the scalar amplitude of the density of the correlative entropic photons over time. This eludes to an increase in the proximal local density of entropy, that is here to be produced in a set region per time. Entropy is disorder. An increase in the disorder or entropy -- that is here to be directly associated with the Ward-Cauchy condition of the overall interaction of the orbifold eigensets, that work to comprise a molecule, -- works to interact with the earlier mentioned condition of an increase in the scalar amplitude of heat energy, that is at a proximal locus over time, in so as to help at working to allow for that respective molecule to melt. The earlier mentioned Ward-Cauchy condition of an increase in the regional entropy per time, works to degenerate certain aspects of the cohomological index of that molecule that is here to be melting -- due to the combined effects of both an increase in heat per time, and, an increase in entropy per time, in a given set region. So, the melting of a molecule -- is partially due to the consequent overall cohomological degeneration of a relatively large set of orbifold eigensets -- that work to help at comprising the proximal local region of a molecule. Melting is then as well, in part, due to the local decrease in the Majorana-Weyl-Invariant-Mode, that is of a conformally invariant set of orbifold eigensets -- that is at the internal reference frame of the set molecule, when this is taken as one overall whole.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
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