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|Title:||Classification of Certain 6-Manifolds|
|Authors:||Andrus, George Dennis|
|Abstract:||<p>Oriented, simply-connected, differentiable 6-manifolds, with vanishing second Stiefel-Whitney class and integral homology groups H2(M)=H3(M)=Z/n, where nΞ0 mod 4, are shown to be classified up to orientation preserving diffeomorphism by the following invariants: the cohomology ring of M with coefficients in the ring Z/n, the first Pontrjagin class of the tangent bundle of M, and the Pontrjagin cubing cohomology operation.</p>|
|Appears in Collections:||Open Access Dissertations and Theses|
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