On the indices and integral bases of abelian biquadratic fields(Distribution of values of arithmetic functions)

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概要

• 論文の詳細を見る
• 京都大学の論文

著者

• Nakahara Toru

  Department Of Mathematics Faculty Of Science And Engineering Saga Unviersity

• Nakahara Toru

  Department Of Mathematics Faculty Of Science And Engineering Saga University

関連論文

• On Integral Bases of Certain Real Octic Abelian Fields
• ON THE FUNDAMENTAL UNITS AND AN ESTIMATE OF THE CLASS NUMBERS OF REAL QUADRATIC FIELDS
• On a Periodic Solution of Some Congruences
• Examples of Algebraic Number Fields Which Have Not Unramified Extensions
• A Prototype of Certain Abelian Fields whose Rings of Integers Have a Power Basis
• On Real Quadratic Fields whose Ideal Class Groups Have a Cyclic p-subgroup
• On the indices and integral bases of abelian biquadratic fields(Distribution of values of arithmetic functions)

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