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THE ${ \mathbb{F} }_{2} $-COHOMOLOGY RINGS OF $ \mathbb{S} {\text{ol} }^{3} $-MANIFOLDS
Published online by Cambridge University Press: 27 September 2013
Abstract
We compute the rings ${H}^{\ast } (N; { \mathbb{F} }_{2} )$ for $N$ a closed $ \mathbb{S} {\mathrm{ol} }^{3} $-manifold, and then determine the Borsuk–Ulam indices $\text{BU} (N, \phi )$ with $\phi \not = 0$ in ${H}^{1} (N; { \mathbb{F} }_{2} )$.
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- Research Article
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- Copyright ©2013 Australian Mathematical Publishing Association Inc.
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