4D spacetime, distorted by mass creates a warp we know as Gravity.
In Quantum Mechanics, there is the particle/wave duality.
Electromagnetism can be described by general relativity extended to five dimensions…Kaluza/Klein theory…so that EM is thought to be a 1 dimensional phenomena.
Can the laws describing a 1D wave be adjusted to describe a 4D warp?
Say again? And in english, please?!
EM isn’t a one dimensional phenomena… in Kaluza-Klein theory it works based on five dimensions. The other four dimensions are necessary for propagation of the waves.
And E&M can’t really be described by Kaluza-Klein theory, either. Classical E&M can be described by Kaluza-Klein, but unlike gravity, quantum mechanical effects have most certainly been observed in E&M, and quantum effects are not (currently) predicted by GR or Kaluza-Klein. E&M is, however, accurately described by something called Quantum Electrodynamics, at both the classical and quantum level.
And what does particle/wave duality have to do with any of this?
I merely thought that 5D KK - 4D GR = 1D EM.
Furthermore, I thought that a wave was like a ray: a one dimensional line.
I figured, If you took the rules for describing a wave, multiply it by four to describe the GR warp, then translate the warp/wave into a particle with the rules of particle/wave duality, you would describe a graviton, and thus discovering a quantum theory of gravity and/or unifying GR and QM.