Articles 1 to 15 of 15

1.

arXiv:0803.3931 Dress induction and the Burnside quotient Green ring. I. Hambleton, L. R. Taylor, E. B. Williams. math.GR (math.GT).

2.

arXiv:0802.0995 Topological 4-manifolds with geometrically 2-dimensional fundamental groups. Ian Hambleton, Matthias Kreck, Peter Teichner. math.GT (math.AT).

3.

arXiv:0709.0437 Assembly Maps for Group Extensions in $K$-Theory and $L$-Theory with Twisted Coefficients. Ian Hambleton, Erik K. Pedersen, David Rosenthal. math.KT (math.AT).

4.

arXiv:0706.4019 Induction and computation of Bass Nil Groups for finite groups. Ian Hambleton, Wolfgang Lueck. math.KT (math.AT).

5.

arXiv:0706.0790 Free Actions of Finite Groups on $S^n \times S^n$. Ian Hambleton, Ozgun Unlu. math.AT (math.GT).

6.

arXiv:0705.4081 Examples of Free Actions on Products of Spheres. Ian Hambleton, Ozgun Unlu. math.AT (math.GT).

7.

arXiv:0704.2763 Equivariant Bundles and Isotropy Representations. Ian Hambleton, Jean-Claude Hausmann. math.GT (math.AT).

8.

math.AT/0701558 Free Actions of Extraspecial $p$-Groups on $S^n \times S^n$. Ian Hambleton, Ozgun Unlu. math.AT (math.GT).

9.

math.GT/0611077 Non-smoothable four-manifolds with cyclic fundamental group. Stefan Friedl, Ian Hambleton, Paul Melvin, Peter Teichner. math.GT.

10.

math.AT/0502353 The signature of a fibre bundle is multiplicative mod 4. Ian Hambleton (McMaster), Andrew Korzeniewski (Edinburgh), Andrew Ranicki (Edinburgh). MPI preprint MPIM2005-12. math.AT (math.GT).

11.

math.GT/0309152 Some Examples of Free actions on Products of Spheres. Ian Hambleton. math.GT (math.AT).

12.

math.GT/0307314 Homotopy self-equivalences of 4-manifolds. Ian Hambleton, Matthias Kreck. math.GT (math.AT).

13.

math.GT/0307297 Permutations, isotropy and smooth cyclic group actions on definite 4-manifolds. Ian Hambleton, Mihail Tanase. Geom. Topol. 8(2004) 475-509. math.GT (math.AT).

14.

math.GT/0109036 Topological Equivalence of Linear Representations for Cyclic Groups, I & II. Ian Hambleton, Erik K. Pedersen. math.GT (math.AT).

15.

math.GT/0103134 Equivariant principal bundles over spheres and cohomogeneity one manifolds. Ian Hambleton, Jean-Claude Hausmann. math.GT (math.AT).

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