New quasi-particle is Majorana. :b
New quasi-particle is Majorana. :b
You are missing the point. Photon (and every such other elementary particle that annihilates itself we know) is a boson.
Majorana fermion is a fermion whose anti-particle is itself. No such elementary particle exists (so far).
What these people have done is a way of arranging some electrons such that they behave like Majorana fermions.
Of the 2 classes, fermions and bosons, only fermions can be their own antiparticles. Bosons are defined with having an integer spin, so they can never have spin 1/2. Of the fermions, none are known with neutral charge except for neutrinos, and we're not sure if those are Majorana particles or not.
Photons, as you mention, are bosons, with spin 1, so they can't be their own antiparticle.
It's basically like saying "the number 0 is its own negative number". It's correct according to some definitions, but not useful.
Z boson, for instance, does have mass and is its own anti-particle.
> It's basically like saying "the number 0 is its own negative number". It's correct according to some definitions, but not useful.
Photons have zero charge; an anti-particle has negative of the particle's charge (and at the same time, same rest mass and spin).
I explained how you're totally confusing things somewhere else in the thread.
All lepton/quarks observed have half half-integer spin so there are no examples there. The SUSY sleptons/squarks would have anti-particles but integer spin if they exist, though. The W+/W- have spin 1 and are eachother's antiparticle. Z0 and the photon are their own anti particles, also spin 1. Gluons (spin 1) have anti-particles that are all another types of gluon. For composite particles, anti-deuterium and anti-helium both have integer spin.
For what anti-particles actually are, I suggest looking up both C and CP conjugation.
This is wrong. Being anti-particle has nothing to do with a particular spin. Photon is anti-photon (which by the way has spin 1).