The argument is silly if the claim is that plasmas cannot appear anything like blackbodies, since there are observable examples like the Sun.
To be a blackbody, a volume of plasma needs to come into equilibrium at a reasonably uniform temperature and to be thick enough that it will absorb all radiation incident upon it at all wavelengths.
From your comments, it appears that the source you cite disputes that plasmas are capable of producing a continuous spectrum, or equally from absorbing at all wavelengths. This is clear nonsense that can easily be demonstrated in a lab; there are many plasma processes involving free electrons that can emit or absorb a continuous spectrum. Examples include thermal bremsstrahlung, Compton scattering and photoelectric recombination.
Near the solar "surface" the dominant process is the formation of H$^{-}$ ions, created by H-atoms capturing free electrons ionised from alkali atoms. This emits a recombination spectrum across the visible region and its inverse process, the photoionisation of H$^{-}$ ions, provides the continuous absorption that makes a few 100 km thickness of the plasma effectively opaque.
The reason the Sun isn't a perfect blackbody is not because it lacks the basic mechanisms to absorb at all wavelengths, but because it is not isothermal on the length scale at which it becomes opaque to radiation. A better example of an almost-perfect blackbody is the cosmic microwave background, emitted by the cosmic plasma when it was at temperatures of 3000 K. Here, the temperature was almost uniform across the universe and the plasma was opaque to its own radiation.