Jonathan A. Hillman

activity

20082017

most cited3-Manifolds with abelian embeddings in

S^{4}

1 citations · 1 across the 2 of their papers we have counts for

collaborators

4 papers

math.GT2017

Quotients of $S^{2} \times S^{2}$

Ian Hambleton, Jonathan A. Hillman

We consider closed topological 4-manifolds $M$ with universal cover $S^{2} \times S^{2}$ and Euler characteristic $χ (M) = 1$ . All such manifolds with $π = π_{1} (M) ≅ Z /4$ ar…

math.GT2017★ 1 cited

3-Manifolds with abelian embeddings in $S^{4}$

J. A. Hillman

We consider embeddings of 3-manifolds in $S^{4}$ such that each of the two complementary regions has an abelian fundamental group. In particular, we show that an homology handle $M$ …

math.GT2013

Seifert fibred knot manifolds

J. A. Hillman, J. Howie

We consider the question of when is the closed manifold obtained by elementary surgery on an $n$ -knot Seifert fibred over a 2-orbifold. After some observations on the classical cas…

math.GR2008

Pro-p groups of positive deficiency

Jonathan A. Hillman, Alexander Schmidt

Let Γbe a finitely presentable pro-p group with a nontrivial finitely generated closed normal subgroup N of infinite index. Then def(Γ)\leq 1, and if def(Γ)=1 then Γis a pro-p dual…

Quotients of S2×S2

3-Manifolds with abelian embeddings in S4

Seifert fibred knot manifolds

Pro-p groups of positive deficiency

Quotients of $S^{2} \times S^{2}$

3-Manifolds with abelian embeddings in $S^{4}$