[按需印刷] 數論與特殊函數（英文版） 下載 mobi epub pdf 電子書 2024

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圖書基本信息

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書名：數論與特殊函數(英文版)
ISBN：9787030309112
著者：李海龍
齣版社：科學齣版社
POD版定價：98元
正文語言：中文
裝幀：平裝
開本：16
頁數：156
字數：200000

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目錄

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《數論與特殊函數(英文版)》
Preface
Chapter 1 A quick introduction to complex analysis
1.1 Introduction
1.2 A quick introduction to complex analysis
1.2.1 Complex number system
1.2.2 Cauchy-Riemann equation and inverse functions
1.2.3 A rough description of complex analysis
1.2.4 Power series
1.2.5 Laurent expansion, residues
1.3 Around Jensen’s formula
1.4 Partial fraction expansion
1.4.1 Partial fraction expansions for rational functions
1.4.2 Partial fraction expansion for the cotangent function and some of its applications
Chapter 2 Elaboration of results of Srivastava and Choi
2.1 Glossary of symbols and formulas
2.2 Around the Hurwitz zeta-function
2.2.1 Applications of Proposition 2.1
2.2.2 Applications of Corollary 2.1
2.3 Euler integrals
2.4 Around the Euler integral
2.5 Around the Catalan constant
2.6 Kummer’s Fourier series for the Log Gamma function
Chapter 3 Arithmetic Laurent coefficients
3.1 Introduction
3.2 Proof of results
3.3 Examples
3.4 The Piltz divisor problem
3.5 The partial integral Ik(x)
3.6 Generalized Euler constants and modular relation
Chapter 4 Mikolas results and their applications
4.1 From the Riemann zeta to the Hurwitz zeta
4.2 Introduction and the polylogarithm case
4.3 The derivative case
Chapter 5 Zeta-value relations
5.1 The structural elucidation of Eisenstein’s formula
5.2 Proof of results
5.3 The Lipshitz-Lerch transcendent
Chapter 6 Summation formulas of Poisson and of Plana
6.1 The Poisson summation formula
6.2 Theta transformation formula and functional equation
6.3 The Hurwitz-Lerch zeta-function
6.4 Proof of results
Chapter 7 Modular relation and its applications
7.1 Introduction
7.2 The Riesz sum case
7.3 The Diophantine Dirichlet series
7.4 Elucidation of Katsurada’s results
7.5 Proof of results
7.6 Modular relations
Bibliography
Index

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[按需印刷] 數論與特殊函數（英文版） 下載 mobi epub pdf txt 電子書 格式

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