hi cosmic topologists,
Today we have *two* cosmic topology articles on arXiv on the same day!
(1) http://arxiv.org/abs/1009.5880
Cosmic microwave anisotropies in an inhomogeneous compact flat universe
Authors: R. Aurich, S. Lustig
This shows that the half-turn space E_2 also seems to provide a nice
fit, at least with the S_60deg statistic, to the WMAP 7yr data, and it
even seems to be a bit better than T^3.
(2) http://arxiv.org/abs/1009.5825
Multipole analysis in cosmic topology
Authors: Peter Kramer
This seems to claim that the author has found 3 new spherical
3-manifolds, "N8, N9, N10". It's not clear to me if he claims that
they can be given constant curvature, but maybe it's obvious to
someone who knows the mathematics a bit better. i had thought that
the constant curvature spherical 3-manifolds were already completely
classified.
Are N8, N9, and N10 new constant-curvature spherical 3-manifolds, in
addition to those in Gausmann et al. 2001 http://arxiv.org/abs/gr-qc/0106033 ?
cheers
boud
