\({\eta}\)-invariant and a problem of Bérard-Bergery on the existence of closed geodesics (Q2445950)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | \({\eta}\)-invariant and a problem of Bérard-Bergery on the existence of closed geodesics |
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\({\eta}\)-invariant and a problem of Bérard-Bergery on the existence of closed geodesics (English)
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15 April 2014
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The authors compute the Eells-Kuiper invariant for the Eells-Kuiper projective plane. The result is used to study the geodesic structure of the Eells-Kuiper projective plane.
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Eells-Kuiper projective plane
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\(\mathrm{SC}^p\) structure
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\(\mu\) invariant
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\(\eta\) invariant
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