Tokushima University · Graduate School of Sciences and Technology for Innovation · 教授

Research keywords整数論・岩澤理論・代数学

This is a public-data preview. Personalized fit, contact angles, and saved workflows require sign-in.

• On the class groups of certain imaginary abelian fields of $2$-power degree
• On the Iwasawa invariants of certain real Abelian fields
• Stickelberger ideals of conductor p and their application
• Examples of the Iwasawa invariants and the higher K-groups associated to quadratic fields

• ガウス和と円単数を用いた代数体の解析
• 数論トポロジーと種々のモノドロミー不変量の新たな展開
• Hilbert-Speiser型の代数体とStickelberger Ideal
• 整数環の構造の円分岩澤理論の立場での研究

• Official profile