Zeta Functions of Finite Groups and Arithmetically Equivalent Fields

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概要

• 論文の詳細を見る

• Recently in [4], we have investigated several zeta functions associated to finite groups and introduced a new equivalence relation on finite groups. In this paper, we shall study some relations between this equivalence relation and the corresponding Galois groups of arithmetically equivalent fields more precisely.

• 徳島大学の論文
• 2002-01-31

著者

• Katayama Shin-ichi

  Faculty Of Integrated Arts And Sciences The University Of Tokushima

関連論文

• A Remark on Partitions and Triangles
• Zeta Functions of Finite Groups and Arithmetically Equivalent Fields
• A Conjecture on Fundamental Units of Real Quadratic Fields
• A Variation of Takagi's Proof for Quadratic Reciprocity Laws of Jacobi Symbols

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