Originally posted by DrMatrix
Is there something else I missed?
Several things (essentially every point made above still applies):
First off, there is only a finite amount of shrinkage that can occur (otherwise an object could disappear). The rate must slow hyperbolically as the object gets smaller and smaller, whereas expansion can proceed linearly, hyperbolically, parabolically, etc.
Second, if our meter sticks (the units) were changing, we would indeed observe exactly the same thing as we do now: but that includes redshift and still includes expansion! Whether or not our meter-sticks are changing, the distance between objects would
still need to be expanding according to that shrinking meter stick.
Third, speed of light. Observing objects apparently moving faster than the speed of light
requires expansion of space. The surface of an object can't recede faster than the speed of light.
Fourth, the type of effect you describe would not be observable from within the universe (necessary result of point 2) and as a result, even if it exists it can be ignored by everyone except God.
I think you may be mixing up two different concepts: observable shrinkage and unobservable shrinkage.
If our meter sticks were shrinking, it would be just like applying a conversion factor to our numbers (SI to English). There would be no observable change in the structure of the universe as a result of such shrinkage and as such, it wouldn't affect any of our laws of physics.
Namloh was suggesting shrinkage as a
cause of observed red-shift. For that to even show up in our measurements, objects must be shrinking while our metersticks would not.