Farsight wrote:... Pick another particle, look at the decay products, then throw in the right antiparticles, and you can render everything down to photons and neutrinos. They're the lowest common denominator, and no neutrinos are involved for electrons and positrons.
Farsight, you again make the mistake of supposing that "fundamental" = "cannot decay".
I note Ipetrich's comment re the virtual photon. Ever actually seen one? No. ...
What do you count as "seeing" one? If detecting quasi-static electric and magnetic fields counts, then we see virtual photons all the time.
Farsight wrote:lpetrich wrote:An electron is a separate quantum field, not some weird photon state.
And yet it's created from a photon via pair production, and destroyed by annihilation, resulting in photons. And the electron exhibits spin and magnetic dipole moment. I'm sorry lpetrich, but the separate quantum field isn't getting to the bottom of it.
Here again, you suppose that making something means that the originals must still exist inside it.
That Stern-Gerlach classical limit applies to a naive "planetary" rotation, not to a double rotation where you spin the spin axis.
Here's what happens in the classical limit:
dS/dt = M x B
where S is the spin, M is the magnetic-dipole moment (= G*S), and B is the magnetic field. The spin axis thus precesses around the magnetic field. It's easy to show that
S.B = constant
The precession has constant obliquity e. The interaction energy is
U = - M.B = - G*|S|*|B|*cos(e)
The force on the particle is F = - grad(U) = G*|S|*cos(e) * grad(|B|)
The obliquity values in the classical limit are random, making a smearing out. In quantum mechanics, cos(e) effectively has evenly-distributed values between -1 and +1, thus making separate spots.
I can't read the full paper. And positronium is a transient electron-positron bound state, so I can't see how calculating and verifying the lifetime supports your assertion that pair production is adequately described.
Pair production is annihilation run backwards. Check out
Positronium - Wikipedia, the free encyclopedia
[hep-ph/0310099] Precision Study of Positronium: Testing Bound State QED Theory
[hep-ph/0402151] Positronium as a probe for new physics beyond the standard model
Precision tests of QED - Wikipedia, the free encyclopedia
How does your separate quantum field arise, and what is it?
Dirac equation - Wikipedia, the free encyclopedia
lpetrich wrote:Farsight, can your theory predict the mean life of a positronium atom against annihilation? QED can, and it's a good example of how well it can explain pair production and annihilation.
Let me reiterate that it isn't my theory.
Irrelevant. You are advocating it, and I'm not whining that I did not invent the quantum field theory of the electron.
And all it's trying to describe is the reality that underlies QED etc. I've never looked at positronium, and I doubt if I could come up with a calculation. If I could, it would probably take me six months, and I'd probably just be regurgitating QED but talking of virtual photons as the evanescent wave, that sort of thing. ...
Why would you be regurgitating QED in the process? You realize that QED is built on the Dirac-equation quantum-field description of the electron, don't you?