I've been trying to put some information about MiHsC onto the wikipedia pages for "Dark Matter" and "Galaxy Rotation Curves" and have been deleted by anonymous editors because of "undue weight". I don't see five lines about MiHsC among several pages about dark matter as being undue weight. MiHsC is a far better theory than dark matter. Both hypotheses fit the data but dark matter has infinite adjustability: you can add dark matter where you like to make general relativity fit the galaxy rotation data, so it is not surprising it fits, whereas MiHsC has no adjustable parameters so it is surprising that it fits.
Another complaint of the anonymous was that MiHsC is the view of a tiny minority (ie: me). I'd like to point out that scientific progress does not work by democracy, and certainly not by committee, but I have been through the peer-review process. At least let peer-reviewed new ideas be discussed, otherwise what is the point of it?
Anyway, I here reproduce the text I wrote for the dark matter and galaxy rotation curve pages, in the sections on: alternative explanations for the galaxy rotation problem:
Another possible explanation is Modified inertia due to a Hubble scale Casimir effect (called MiHsC, or quantised inertia). This model assumes that inertia is due to Unruh radiation and that the waves of this radiation have to fit exactly within the Hubble scale, like the waves between the plates in the Casimir effect. MiHsC predicts a new loss of inertial mass for very low accelerations, since the Unruh waves become long and a smaller proportion fit within the Hubble scale. The predicted loss of inertia for stars at the edges of galaxies means that they can be pulled into a bound orbit even by the visible matter of the galaxy, and MiHsC predicts the observed rotation curves correctly (within error bars) without dark matter, and has no adjustable parameters.
References:
McCulloch, M.E., 2012. Testing quantised inertia on galactic scales. A&SS, 342, 2, 575. http://link.springer.com/article/10.1007%2Fs10509-012-1197-0
http://arxiv.org/abs/1207.7007
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