RL said:
"You" "know", while you may "think" that the repeated "quotes" make you "seem" "intelligent", they really "demonstrate" ignorance...

RL & DL please teach me how to "emphasize" a word in a sentence without using "quotes", if you describe the process in the Finnish language then I may grasp the concept easier. Thank you.

RL--"If you knew what you were talking about then you would know the above was nonsense- oh, and by the way gravitational radiation is quadrupole radiation... Guess that isnt "fundamental" to you..."

Please explain "quadrupole radiation". I am familiar with quadrature phase detection in electronic circuits.

RL--"Again- complete nonsense- I suggest you actually take a few courses in electromagnetism before picking up a few "cool sounding" words and making a nonsense fantasy of them."

Light could not be polarized if it did not have a "dipole" function to the wave form. Do you have a different understanding of the properties of light?

RL--"Photons dont "accelerate"- add special and general relativity to your course list- also your prediction makes no logical sense! Photons in a vacuum have only one velocity they can travel..."

If you are right in your assertion that, after coming into existence, the photons INSTANTLY have a velocity of about 300,000,000 meter per second, then that would "prove" that faster than light speed is possible.
Vacuum can be at different "densities". Photons propagate at different speeds when in different densities of material.

RL--"What is a "vector relationship"- :) please explain....lol"

I was under the impression that you understood vector math.
When I talk about a vector relationships I am referring to the comparison of the "fundamental " function of two waves, those waves can be in water, sound, radio, light, x-ray, or any frequency at all. All frequencies have a rising and falling "vector" to their function. When comparing two frequencies, their "vector" (phase relationship) may be different even when their frequency is the same.
Two frequencies that are in phase with each other have a complimentary "vector relationship".
Different phase relationships have different vector relationships.
Phase comparison is not meaningful when the two frequencies are very far apart from each other, therefore the "vector relationship" is useful in understanding those interactions.

Hope it helps, Thanks for asking

Johannes