Although a photon is comprised of a bosonic superstring of discrete energy permittivity that quantizes into beams of electromagnetic energy that move at the speed of light in a vacuum (unless it is Kirchoff radiation), the manner of the vibration of a photon works to determine the type of wave that certain quantized photons bear, the amount of energy that the photons of such a given arbitrary beam have, their J,S, and L, etc. ...
The reason as to why and how the type of vibration of a given arbitrary photon has impacts the type and amount of energy that the said photon has is based on a simple premiss: The manner in which something vibrates, radiates, and propagates effects its direct and indirect environment in a particlular way -- given the covariant codifferentiation of the surroundings of the given arbitrary photon. Such an effect is physically displayed by the electromotive interaction of the surrounding open superstrings that are at least adjacent to the tree-amplitude-based projection and propagation of a given beam of E.M.. This has a basis in Lagrangians that are either unitary, binary, and/or Lagrangians that bear Njenhuis path-based tensors.
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