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- John R. Hubbuck
- 1981

Let V be an elementary Abelian 2-group of rank n, which it will usually be more useful to consider as an n-dimensional vector space over \({\Bbb F}\) 2, the field with 2 elements. We write H*(V) and… (More)

The unitary group U(n), n ≥ 1, is filtered by the subspaces U(n) = {g ∈ U(n) | dimker(g − 1) ≥ n− k}, 0 ≤ k ≤ n, which satisfy U(n) · U(n) ⊆ U(n). The quotient U(n)(k)/U(n)(k−1), denoted by Xk(n) for… (More)

We prove that BUp has only two standard H-structures. The two most familiar H-multiplications on BU arise from the direct sum of complex vector bundles and from the tensor product of virtual line… (More)

- John R. Hubbuck
- 1998

- John R. Hubbuck
- 1981

- M. C. Crabb, John R. Hubbuck, Kai Xu
- 1992