Nishida Koji

ニシダコウジ | Nishida Koji

Affiliation and department：
Job title： professor

Research field (1)： Algebra

Research keywords (4)： Commutative Ring , Graded Ring , Symbolic Power , Hilbert Coefficient

Research theme for competitive and other funds (13)：

2017 - 2022 非輪状複体の変形を用いたイデアル商の計算とその応用
2014 - 2018 Research on the powers of modules and their saturation
2011 - 2015 Research on Noetherian property of symbolic Rees algebras
2007 - 2011 Computing j-multiplicity ant its application
2008 - 2010 Solution of Broue's conjecture in representation Theory of finite groups

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Papers (28)：

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Lectures and oral presentations (26)：

On the Hilbert coefficients of graded modules over graded rings
(2022)
次数付環上の次数付加群のヒルベルト係数について
(可換環論の新しい融合セミナー 2022)
Finitely generated symbolic Rees rings defined by certain finite sets of points in P^2
(東京可換環論セミナー 2019)
Noetherian symbolic Rees rings of finite sets of points in P^2
(第41回可換環論シンポジウム 2019)
On the symbolic Rees rings for Fermat ideals
(1147th AMS Meeting, Special Session on Commutative Algebra and its Environs 2019)

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Professional career (1)：

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