  Classical electromagnetic radiation from quantum currents and densities are
calculated. For the free Schrodinger equation with no external force it's found
that the classical radiation is zero to all orders of the multipole expansion.
This is true of mixed or pure states for the charged particle. It is a
non-trivial and surprising result. A similar result is found for the
Klein-Gordon currents when the wave function consists of only positive energy
solutions. For the Dirac equation it is found that radiation is suppressed at
lower frequencies but is not zero at all frequencies. Implications of these
results for the interpretation of quantum mechanics are discussed.
