Book contents
- Frontmatter
- Contents
- Preface
- Suggestions to the reader
- Chapter 1 Algebraic number theory
- Chapter 2 Classical L-functions and Eisenstein series
- Chapter 3 p-adic Hecke L-functions
- Chapter 4 Homological interpretation
- Chapter 5 Elliptic modular forms and their L-functions
- Chapter 6 Modular forms and cohomology groups
- Chapter 7 Ordinary Λ-adic forms, two variable p-adic Rankin products and Galois representations
- Chapter 8 Functional equations of Hecke L-functions
- Chapter 9 Adelic Eisenstein series and Rankin products
- Chapter 10 Three variable p-adic Rankin products
- Appendix Summary of homology and cohomology theory
- References
- Answers to selected exercises
- Index
Book contents
- Frontmatter
- Contents
- Preface
- Suggestions to the reader
- Chapter 1 Algebraic number theory
- Chapter 2 Classical L-functions and Eisenstein series
- Chapter 3 p-adic Hecke L-functions
- Chapter 4 Homological interpretation
- Chapter 5 Elliptic modular forms and their L-functions
- Chapter 6 Modular forms and cohomology groups
- Chapter 7 Ordinary Λ-adic forms, two variable p-adic Rankin products and Galois representations
- Chapter 8 Functional equations of Hecke L-functions
- Chapter 9 Adelic Eisenstein series and Rankin products
- Chapter 10 Three variable p-adic Rankin products
- Appendix Summary of homology and cohomology theory
- References
- Answers to selected exercises
- Index
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- Elementary Theory of L-functions and Eisenstein Series , pp. 383 - 386Publisher: Cambridge University PressPrint publication year: 1993