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Dimensional restrictions for these papers ??
Posted:
Sep 6, 2010 3:35 PM
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Hi...
In my work with topological manifolds, i am using results from the
following paper
COUNTING TOPOLOGICAL MANIFOLDS, J. Cheeger and J. M. Kister, Topology
Vol. 9 pp149-151, 1970
This article uses the main result (Theorem 5.1, i believe) from the
following article of Kirby and Edwards
Deformations of spaces of imbeddings, Ann. of Math. 2nd series, vol.
93, no. 1 pp63-88, 1971.
My supervisor has told me that sometimes for one reason or other, there
can be some restrictions in the results that did not make it in the
paper, but the experts do know about these restrictions.
I would like to know if someone knows about dimensional restrictions in
the results of the above papers, specifically, dimensional restrictions.
Using the first paper, i can derive results that are know to be false,
at least in dimension 4 for topological manifolds (simplicial triangulation)
Does someone know if the above papers have some reestrictions on
dimension that are not listed in the papers ??
thanks in advance for your help...
Cheers...
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