A p-adic interpolating function of the generalized Euler numbers, and its invariants 一般オイラー数のp進補間関数とその不変量
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Bibliographic Information
- Title
-
A p-adic interpolating function of the generalized Euler numbers, and its invariants
- Other Title
-
一般オイラー数のp進補間関数とその不変量
- Author
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小塚, 和人
- Author(Another name)
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コズカ, カズヒト
- University
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九州大学
- Types of degree
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理学博士
- Grant ID
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甲第2710号
- Degree year
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1991-01-30
Note and Description
博士論文
Chapter1.An interpolating power series and the μ-invariant Chapter2.Analytic property of the function F_x,u(Z) Chapter 3.The ρ-adic valuation of the generalized Euler numbers
Table of Contents
- CONTENTS / (0003.jp2)
- Introduction / p1 (0004.jp2)
- Chapter1.An interpolating power series and the μ-invariant / p6 (0009.jp2)
- 1.The ρ-adic measures / p6 (0009.jp2)
- 2.Construction of an interpolating power series [数式] / p9 (0012.jp2)
- 3.The μ-invariant of [数式] / p12 (0015.jp2)
- 4.Another proof of Theorem 1 / p15 (0018.jp2)
- Chapter2.Analytic property of the function [数式] / p27 (0030.jp2)
- Chapter 3.The ρ-adic valuation of the generalized Euler numbers / p30 (0033.jp2)
- 1.The ρ-adic valuation of the generalized Euler numbers / p30 (0033.jp2)
- 2.Another proof of Theorem 3 / p39 (0042.jp2)
- References / p47 (0050.jp2)