Ye cannae break the laws of physics capt'n II
No Nokia, you cannot take deep-space photos with your camera phone, and you cannot replace a 400 mm F5.6 APO telephoto with a lens that fits into a thimble.
The guy probably believes the image enhancement effects in CSI.
I get so tired of this sort of idiots (highly paid at that). For those still doubting:
The first issue is all about photon counts. The noise in an image is determined (apart from detector noise) most fundamentally by photon noise. Because emission and detection of photons is a random process, the noise is equal to the square root of the number of photons detected. So if a pixel captures 100 photons, the expected noise is 10. If you capture 10000 photons the noise is 100, but the signal-to-noise ratio (S/N) is 10 in the first case and 100 in the latter. S/N is very important in image quality. This is why astronomers want BIG scopes, because doubling the diameter quadruples the amount of light, and doubles S/N.
No matter of post-processing can alter these facts. I teach computer vision and image processing at the University of Groningen, and have worked quite a bit on developing ways to counter the effects of noise.
The second issue is resolution: the limit of resolution is determined by the ratio of wavelength to aperture. This is why we are building a synthetic aperture telescope HUNDREDS OF MILES ACROSS for long radio wavelength. There used to be al sorts of wild claims on what deconvolution methods could do, but in the field it is now accepted that whilst you can enhance details that are faint (at the risk of increasing noise) you cannot reconstruct information that has simply been lost at the aperture of the lens.