Remarks on Congruence of 3-manifolds
arXiv:0711.2673 · doi:10.1142/S021821650700583X
Abstract
We give two proofs that the 3-torus is not weakly d-congruent to the connected sum of three S^1xS^2's, if d>2. We study how cohomology ring structure relates to weak congruence. We give an example of three 3--manifolds which are weakly 5-congruent but are not 5-congruent.
4 pages, to appear in JKTR