Some Help As To The Nature Of Scattered Light

When a photon initially strikes a phenomena, it goes from very briefly tachyonic to light-speed to under light speed in such a fashion so that the said photon may be homologous with the orbifold eigenset that it belongs to in the ensuing instantons when it has finished scattering and has been quantized into the beam of electromagnetic energy that it is to be absorbed into.   This happens in such a fashion so as to obey Snell's Law.  --  A beam of electromagnetic energy is propagated slower in any normally conceived medium than it is propagated through a vacuum.  The reason as to why EM energy initially becomes tachyonic when it first strikes another phenomenon is that the light-cone-gauge of the arbitrary EM energy will here initially alter from Yang-Mills to Kaluza-Klein analogous to the function of a shock-absorber, while the environment of the said photons converts its light-cone-gauge topology back into a Yang-Mills topology due to the equal and opposite response to the lack of resistence that the mentioned photon is then going through.  The photons consequently slow to the speed of light while yet slowing to under the speed of light in such a fashion so as to requanize with the orbifold eigensets that are excepting of the spin-orbital momentum, angular momentum, and the various Ward Caucy and Njenhuis characteristics of momentum that are associated with the ability of photons to be absorbed into a beam of light in a quantized manner.  This overall process goes as is according to Snell's Law.
If a photon that scattered never changed temporarily in terms of its light-cone-gauge, then the above wouldn't happen.
If the above didn't happen, then photons would not be able to succesfully be absorbed into beams of light that were homologous enough to allow for the proper requantization.  If that were to happen, light would chaotically scatter in a manner so that heat would not be able to organize to allow for the perpetual existence of mass.
Yet, because of the nature of the Yang-Mills nature of EM-related superstrings, when light scatters, it initially becomes tachyonic due to the initial change into a Kaluza-Klein topology due to the basic nature of the corallary of how springs work.  This is an unchangeable fact just like 1+1 will always be 2.  As photons that have just scatterd are releaved of stress, these will naturally go back to having a Yang-Mills topology due to the fact that physical nature works to obey the laws of inertia.  This activity of the release from the physical stress of scattering causes the described photons to slow down to under the speed of light.  Due to the fact that photons that have arbitrarily just been scattered need to be quantized with orbifold eigensets that are compatible with them, the process of light propagation through something besides a vacuum obeys Snell's Law.  By light, I do not just mean visible light.  --  I mean electromagnetic energy of any sort except that of Kirchoff Radiation.  This is not a eutopia as to how light scattering works, yet, this gives you the general idea.                     
Siincerely,
Sam.                                                      

Part One of Sesson Five of Course Six on Fock Space and the Light-Cone-Gauge

Superstrings generally vary in position in one fashion or another by the Planck Length -- although in such a static equilibrium that these described superstrings usually do not move through a discretely directoralized Lagrangian over a sequential series of instantons  at the Planck Length per intanton so as to move at the speed of light -- unless the mentioned superstrings are of EM energy.  Otherwise, such a phenomena is phenomena that involves the bending back and forth of space fabric via a worm-hole, in which the phenomena traveling within a given worm-hole, while in this "hole", only have a Yang-Mills light-cone-gauge topology so as to be able to travel via their kinematically covariant locus up to the speed of light or faster.  You see, anything that is generally considered to us to be a mass always has a Kaluza-Klein light-cone-gauge topology that also has completely Yau-Exact singularities in-between the superstrings that comprise any given mass.  Such a phenomenon cannot go at the speed of light.  (There is no infinite mass).  Yet, if one were to convert the mass' light-cone-gauge topology to Yang-Mills, which is part of what happens when one is translated into a worm-hole (although well over 99 percent of the speed in a worm-hole is due to the back-and-forth bending of space fabric), such of what was translated may travel at the speed of light or faster.  A photon that has initially scattered over the course of relatively few instantons at first has its light-cone-gauge topology converted to Kaluza-Klein as it springs briefly tachyonically, yet a photon as a photon always has only partially Yau-Exact singularities involved directly with them.  (The described singularities are hermitian, yet these singularities vary from on to off of the Real Reimmanian Plane during the course of each instanton.  This is why such an initially scattered photon is not a mass -- yet alone the fact that such a photon does not have infinite mass.  As stated before, after relatively few instantons after a photon has scattered, its light-cone-gauge topology converts back into a Yang-Millls topology at just under the speed of light as it attempts to requantize into one or more beams of EM energy.  The general locus of the orbifold eigenbasis that appertains to any given photon as the described photon scatters is limited in its propagation due to the abelian geometry of the general relative locus, until correlative photons that have just scattered re-enter the mentioned eigenbasis of the associated p field.  The reason for the initial reaction of the photon is based on a similiar concept -- the concept of how and why a shock-absorber works.  The combined effect of the prior described knowledge works to more adequately explain Snell's Law.  (This here would be the why and the how  EM phenomena that travel through a medium other than a vacuum tend to travel at under the speed of light, while EM phenomena that travels through a vacuum travel right at the speed of light (unless the given phenomenon is Kirchoff Radiation).  The interior of a worm-hole is not a vacuum, yet, anything that travels through something like a worm-hole -- that well over 99 percent of its velocity is due to the bending back-and-forth of space fabric -- can, given the conditions, accelerate via its kinematically covariant locus (its actual individual accelleration besides the speed of the bending of space) up to and beyond the speed of light.  Kirchoff Radiation is EM  energy that travels ~6 times light speed, although it does not, in itself, travel in a worm-hole.  I will continue with the suspense later!  God Bless You in the name of Yahweh!  Sincerely, Sam Roach.                                                 

Course 3 on Lorentz-Four-Contractions, Solutions to Test 2, Part 2

6) Light in a vacuum may travel at light speed. A mass may only be able to travel at light speed if its light-cone-gauge topology is converted from a Kaluza-Klein topology to a Yang-Mills topology.

7) Ultimon flow, Kirchnov radiation, worm-hole activity, and for a very small number of instantons of light that scatters in a virtual vacuum is all that may travel faster than light speed. Ultimon flow is the Imaginary time in-between instantons. Kirchnov radiation is an accelerated form of electromagnetic energy, worm-holes reconnect space in a manner that exceeds light speed, since the interior of a worm-hole has a completely Yang-Mills topology, and for a brief number of instantons after a photon "strikes" something that it is not quantized with, the photon speeds from its normal speed in the given medium while then slowing barely below the speed that it would normally go in the given medium while then requantizing back into light to attain the velocity that it is to travel in the medium that it is propagating in.

8) An object of mass may not "catch up" to light if it is traveling under light speed, since all motion is relative to light. This is because light is the result of the recycling of differential geometries (in the form of differential phenomena).

9) Point particles differentiate with light during instanton (iteration time) and during Ultimon Flow. To a point article, an instanton has a noticeable duration just as Ultimon Flow has a noticeable duration to a point particle. (Terrestrial Time does not bear a noticeable association with Ultimon Time.) To a point particle, one iteration of Instanton and one flow of Ultimon Time bear the same duration. (Planck Time and I*Planck Time are equal in duration to a point particle.)