In fact the formula I quoted is slightly inaccurate, though is a good approximation assuming the objects to be black against a white background. Since in fact Fraunhofer diffraction effects depend on the wavelength of the emitted light in fact the angular resolution also depends on this and not merely distance, by the formula
theta = 1.22(lamda)/D
for theta the angle, lamda the wavelength, and D the diameter of the eye. Then 1.22 is the approximate location of the first minimum of the first-kind Bessel function, treating the pupil of the eye as a circular aperture. This leads to an angular value in radians, which must then be multiplied by 180/(pi).
This means that the human eye can resolve blue objects better than it can red objects.
Relativistically the equation can be simply modified by considering the effects of Doppler shift on the wavelength of light approaching the observer.
/off topic