Rchr
J-GLOBAL ID：202001010887677443
Update date: Jan. 30, 2024
Nomura Jiro
ノムラ ジロウ | Nomura Jiro
Affiliation and department：
Job title：
Assistant Professor
Research field (1)：
Algebra
Research keywords (1)：
Number theory
Research theme for competitive and other funds (1)：
- 2016 - 2020 Studies on refining arithmetic conjectures for non-abelian extensions
Papers (5)：
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Jiro Nomura. Integrality of Stickelberger elements attached to unramified extensions of imaginary quadratic fields. Journal of Number Theory. 2018. 187. 332-343
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Jiro Nomura. A note on the Galois Brumer-Stark conjecture. Tokyo Journal of Mathematics. 2016. 39. 1. 187-197
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Jiro Nomura. Annihilation of Selmer groups for monomial CM-extensions. Journal of Number Theory. 2014. 144. 353-378
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Jiro Nomura. On non-abelian Brumer and Brumer-Stark conjecture for monomial CM-extensions. International Journal of Number Theory. 2014. 10. 4. 817-848
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Jiro Nomura. The 2-part of the non-abelian Brumer-Stark conjecture for extensions with group D_4p and numerical examples of the conjecture. RIMS Kôkyûroku Bessatsu. 2014. 33-53
MISC (3)：
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野村次郎. 整対数準同型写像について. 第22回整数論サマースクール「非可換岩澤理論」. 2016. 1. 341-380
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野村次郎. Frohlich予想と同変岩澤理論. 第22回整数論サマースクール「非可換岩澤理論」. 2016. II. 583-620
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野村次郎. 非可換Brumermy予想と非可換Brumer-Stark予想. 2012年度整数論サマースクール「Stark予想」報告集. 2012. 133-154
Lectures and oral presentations (17)：
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非可換Brumer-Stark 予想について
(野田代数セミナー 2017)
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非可換Brumer-Stark 予想たち
(神楽坂代数セミナー 2017)
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非可換拡大に対するBrumer-Stark予想について
(北陸数論セミナー 2015)
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Annihilation of class groups for non-abelian CM-extensions
(Boston University/Keio University Workshop 2015 2015)
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The Galois Brumer-Stark conjecture
(The Bielefeld Arithmetic Geometry Seminar 2015)
ｍore...
Education (2)：
- - 2014 Keio University Faculty of Science and Technology
- - 2009 Keio University Faculty of Science and Engineering
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