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J-GLOBAL ID:201801002482241019
Update date: Feb. 01, 2024
Ikoma Hideaki
Ikoma Hideaki
Affiliation and department:
Shitennoji University The Faculty of Education
About Shitennoji University The Faculty of Education
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Detailed information
Research field (1):
Algebra
Research theme for competitive and other funds (3):
2020 - 2024 Geometry of arithmetic varieties and arithmetic positivity
2016 - 2020 Positivity in Arakelov Geometry
2013 - 2016 アラケロフ幾何の研究
Papers (1):
Hideaki Ikoma. The Faltings-Moriwaki modular height and isogenies of elliptic curves. JOURNAL OF MATHEMATICS OF KYOTO UNIVERSITY. 2008. 48. 3. 661-682
MISC (9):
Hideaki Ikoma. Differentiability of the arithmetic volume function along the base conditions. 2018
Huayi Chen, Hideaki Ikoma. On subfiniteness of graded linear series. European Journal of Mathematics. 2017. 6. 2. 367-399
Hideaki Ikoma. Adelic Cartier divisors with base conditions and the continuity of volumes. 2017
Hideaki Ikoma. Adelic Cartier divisors with base conditions and the Bonnesen-Diskant-type inequalities. 2016
Hideaki Ikoma. Remarks on the arithmetic restricted volumes and the arithmetic base loci. PUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES. 2014. 52. 4. 435-495
more...
Books (1):
モーデル-ファルティングスの定理-ディオファントス幾何からの完全証明 (ライブラリ数理科学のための数学とその展開)
サイエンス社 2017 ISBN:4781914020
Lectures and oral presentations (11):
Differentiability of the arithmetic volume function along the base conditions
(Arakelov Intercity Seminar 2019)
Differentiability of the arithmetic volume function along the base conditions
(Geometry of arithmetic varieties, Beijing (BICMR) 2019)
On the differentiability of arithmetic volume function
(2018)
Adelic Cartier divisors with base conditions and the Bonnesen-Diskant-type inequalities
(Arakelov Intercity seminar 2017)
Adelic Cartier divisors with base conditions and the Bonnesen-Diskant-type inequalities
(第11回福岡数論研究集会 2017)
more...
Work history (1):
2019/04 - 現在 Shitennoji University
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