Stably extendible vector burdles over the quaternionic projective spaces
Hiroshima Mathematical Journal Volume 29 Issue 2
Page 273-279
published_at 1999-07
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Title ( eng ) |
Stably extendible vector burdles over the quaternionic projective spaces
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Creator |
Kuwana Kouji
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Source Title |
Hiroshima Mathematical Journal
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Volume | 29 |
Issue | 2 |
Start Page | 273 |
End Page | 279 |
Abstract |
We show that, if a quaternionic k-dimensional vector bundle y over the quaternionic projective space HP^n is stably extendible and its non-zero top Pontrjagin class is not zero mod 2, then γ is stably equivalent to the Whitney sum of k quaternionic line bundles provided k ≤ n.
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Keywords |
Schwarzenberger's property
extendible
the quaternionic projective space
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NDC |
Mathematics [ 410 ]
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Language |
eng
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Resource Type | departmental bulletin paper |
Publisher |
Department of Mathematics, Faculty of Science, Hiroshima University
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Date of Issued | 1999-07 |
Publish Type | Version of Record |
Access Rights | open access |
Source Identifier |
[ISSN] 0018-2079
[NCID] AA00664323
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