I. Hambleton

activity

20012026

most citedTwo remarks on Wall's D2 problem

12 citations · 71 across the 37 of their papers we have counts for

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Showing 2007 · math.ATShow all

3 papers · 2 filters

math.AT2007

Free Actions of Finite Groups on $S^{n} \times S^{n}$

Ian Hambleton, Ozgun Unlu

Let $p$ be an odd prime. We construct a non-abelian extension $Γ$ of $S^{1}$ by $Z / p \times Z / p$ , and prove that any finite subgroup of $Γ$ acts freely and smoothly on $S^{2p-1} \tim…

math.AT2007

Examples of Free Actions on Products of Spheres

Ian Hambleton, Ozgun Unlu

We construct a non-abelian extension $Γ$ of $S^{1}$ by $\cy 3 \times \cy 3$, and prove that $Γ$ acts freely and smoothly on $S^{5} \times S^{5}$ . This gives new actions on $S^{5} \ti…

math.AT2007

Free Actions of Extraspecial $p$ -Groups on $S^{n} \times S^{n}$

Ian Hambleton, Ozgun Unlu

Let $p$ be an odd regular prime, and let $G_{p}$ denote the extraspecial $p$ --group of order $p^{3}$ and exponent $p$ . We show that $G_{p}$ acts freely and smoothly on $S^{2p-1} \times…

Free Actions of Finite Groups on Sn×Sn

Examples of Free Actions on Products of Spheres

Free Actions of Extraspecial p-Groups on Sn×Sn

Free Actions of Finite Groups on $S^{n} \times S^{n}$

Free Actions of Extraspecial $p$ -Groups on $S^{n} \times S^{n}$