There really is a symmetry between momentum and inertia.
Momentum is momentum; I can measure it in any reference frame you like. I can measure p=0 in some frame and p != 0 in another. Inertia is ... well, it's basically rest mass, maybe you'd like to formulate it as relativistic mass, but whatever it is it's something that again you can measure in any reference frame you like.
Conservation of charge applies because you can't impose a rotation without experiencing a counter-rotation. Hence pair production applies. One photon splits to form to knots with opposite chirality.
It's odd that you're so confident of that for a theory that you have absolutely no way to evaluate. What you should be saying is "I think it will work out that conservation of charge applies because ..."
Anyway, it's gibberish. I can fire all sorts of probes into the center of an electron. I can scatter a neutrino off an electron (a process which flips its spin) and optionally turn it into a muon; I can scatter an electron off of a proton and make a neutrino plus a neutron; I can do all sorts of things which obviously deliver a swift kick---much swifter than mere e+ e- annihilation--- to
whatever the heck was once inside the electron. Yet no experiment ever performed has managed to tweak charge conservation. You've invented some sort of knot structure
completely arbitrarily guessed that this knot gives you charge. Then you equally arbitrarily say that the knot can't change signs under any stimulus whatsoever. Then you---again, completely arbitrarily, lacking any physical details whatesoever---guess that the knot can annihilate with an counter-knot.
You know what that is, Farsight? You're inventing a conserved quantum number. The same thing you were criticizing about mainstream physics. (Except your invention does not, as far as I can tell, actually yield the quantum number you want it to, nor does it conserve it.)
Wrong. Think about magnetic dipole moment and my description of the electron as a self-trapped photon. The photon really is alternating current going this way ↑ then that way ↓ as it passes by.
There is no current in a photon; there's an E field and B field. The time-dependencies make displacement currents, not real currents. But seriously, at this point you've already left Maxwell's Equations far, far behind. "A photon going in a circle" is not an actual solution for Maxwell's Equations to begin with. "a photon making AC currents which look like a monopole from far away" is explicitly forbidden by Maxwell's Equations.