Generalized Bernoulli numbers on the KO-theory
Use this link to cite this item : https://ir.lib.hiroshima-u.ac.jp/00029826
| ID | 29826 |
| file | |
| creator | |
| subject | Bernoulli numbers
KO-theory
quasi-projective spaces
double transfer map
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| NDC |
Mathematics
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| abstract | The Bernoulli number defined on the generalized cohomology theory is studied, mainly focusing it on complex unoriented theories. We give a concrete formula about it on the KO-theory for the stunted quaternionic quasi-projective space, and apply the formula to represent a factorization of the double transfer map concerning such projective spaces.
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| journal title |
Hiroshima Mathematical Journal
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| volume | Volume 26
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| issue | Issue 1
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| start page | 181
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| end page | 188
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| date of issued | 1996-03
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| publisher | Department of Mathematics, Faculty of Science, Hiroshima University
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| issn | 0018-2079
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| ncid | |
| language |
eng
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| nii type |
Departmental Bulletin Paper
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| HU type |
Departmental Bulletin Papers
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| DCMI type | text
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| format | application/pdf
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| text version | publisher
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| department |
Graduate School of Education
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