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A three-manifold is a space that locally looks like Euclidean three-dimensional space
10
votes
2
answers
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Rational homology sphere that is not Seifert manifold
I wonder if there is an example of rational homology sphere that is not a Seifert manifold. If there is, how can one construct such a rational homology sphere from a surgery of a knot in $S^3$?
1
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0
answers
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Categorification of WRT invariants of integral homology spheres
First, I would like to know how many definitions are there for categorification of WRT invariants. In addition, I wonder if the categorified version of WRT invariants have been explicitly computed for …