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- James W. Vick
- 2010

A differentiable orientation preserving map of odd prime period on a closed oriented differentiable manifold gives rise to two invariants taking values in a Witt group of bilinear forms. One is globally defined in terms of the rational cohomology of the manifold and the other is locally defined in terms of the fixed point set and its normal bundle. We show… (More)

Then given any pair (X, T) consisting of a finite complex X and a fixed point free transformation T: X-+X of period py one might ask for the least value of n for which there is an equivariant map of (X, T) into (5 n + 1 , Tp). Questions of this type have been previously investigated [3], [4], [5] with particular emphasis on the case p = 2. It is the purpose… (More)

- James W. Vick
- The American Mathematical Monthly
- 2009

- James W. Vick
- 2007

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