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Showing items 1-11 of 11 (1 Page(s) Totally)
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| 臺大學術典藏 |
2021-07-21T07:25:26Z |
On the ?-invariants of abelian varieties over function fields of positive characteristic
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Lai K.-F;Longhi I;Suzuki T;Tan K.-S;Trihan F.; Lai K.-F; Longhi I; Suzuki T; Tan K.-S; Trihan F.; KI-SENG TAN |
| 臺大學術典藏 |
2021-07-21T07:25:25Z |
A generalized Iwasawa’s theorem and its application
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Lai K.F;Tan K.-S.; Lai K.F; Tan K.-S.; KI-SENG TAN |
| 臺大學術典藏 |
2020-05-04T07:27:19Z |
ST-MAC: Spatial-temporal MAC scheduling for underwater sensor networks
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Lai, K.-F.; Chou, C.-F.; Hsu, C.-C.; Hsu, C.-C.;Lai, K.-F.;Chou, C.-F.;Lin, K.C.-J.; Lin, K.C.-J.; CHENG-FU CHOU |
| 臺大學術典藏 |
2019-10-28T03:21:11Z |
The Iwasawa Main Conjecture for constant ordinary abelian varieties over function fields
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Lai, K.F.;Longhi, I.;Tan, K.-S.;Trihan, F.; Lai, K.F.; Longhi, I.; Tan, K.-S.; Trihan, F.; KI-SENG TAN |
| 臺大學術典藏 |
2018-09-10T15:18:08Z |
The Iwasawa Main Conjecture for semistable abelian varieties over function fields
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Lai, K.F.; Longhi, I.; Tan, K.-S.; Trihan, F.; KI-SENG TAN |
| 臺大學術典藏 |
2018-09-10T15:18:08Z |
An example of non-cotorsion Selmer group
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Lai, K.F.; Longhi, I.; Tan, K.-S.; Trihan, F.; KI-SENG TAN |
| 臺大學術典藏 |
2018-09-10T06:53:43Z |
Stickelberger elements for Zp d-extensions of function fields
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Kueh, K.-L.; Lai, K.F.; Tan, K.-S.; Kueh, K.-L.; Lai, K.F.; Tan, K.-S.; KI-SENG TAN |
| 臺大學術典藏 |
2018-09-10T04:46:46Z |
Integral points on elliptic curves over function fields
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Chi, W.-C.;Lai, K.F.;Tan, K.-S.; Chi, W.-C.; Lai, K.F.; Tan, K.-S.; KI-SENG TAN |
| 國立臺灣大學 |
2008 |
Stickelberger elements for Z(p)(d)-extensions of function fields
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Kueh, K.-L.; Lai, K.-F.; Tan, K.-S |
| 國立臺灣大學 |
2007 |
On Iwasawa Theory over Function Fields
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Kueh, K.-L; Lai, K.-F; Tan, K.-S |
| 國立臺灣大學 |
2004 |
Integral points on elliptic curves over function fields
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CHI, W.C.; LAI, K. F.; TAN, K.S. |
Showing items 1-11 of 11 (1 Page(s) Totally)
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