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What is the closest massless relativistic particle to a photon?
Suppose you have a photon. It has zero mass. (So it is not a “point” mass.) It is also very very high energy.
A photon is the only quantum of energy that is massless.
Now, how many massless particles are there with the properties of a photon?
Lets say 5, 7, 10 massless particles that are exactly the same as a photon. Which ones?
I think that this is a question about how to “encode” the experimental data in a theory. In other words you are looking for what is equivalent to photons from the point of view of the effective theory.
It turns out that there is only one photon in this formalism. Namely, the photon degree of freedom can be represented in a set of basis states in the Hilbert space. The photon basis states are described by wave functions with plane waves in spacetime and with constant frequency. From these you can derive the states in the associated creation and annihilation Fock space. The states in the Fock space are properly normalized, there are no on-shell states. The formalism works also for massive fields.
The wave functions are suitable for the super-observable sector of the theory, which encodes the