Panorama lectures : the ramanujan conjectures and zeta functions
Material type:
TextSeries: MathematicsPublication details: India Ramanujan Mathematical Society: [c2018]Description: 120 pISBN: 9788193668405Subject(s): MathematicsDDC classification: QA246
Contents:
Chapter 1 Introduction to the Ramanujan conjectures
Chapter 2 Modular forms and dirichelet series
Chapter 3 The rankin-selberg method
Chapter 4 Realtion to the weil conjectures
Chapter 5 The maximal order of t(n)
Chapter 6 The riemann and hurwitz zeta functions
Chapter 7 The prime number theorem and generalizations
Chapter 8 Hecke L-series
Chapter 9 Artin L-functions
Chapter 10 Selbergs conjectures and artin l-functions
Chapter 11 More on the sato-tate conjecture
Chapter 12 Automorphy and the sato-tate conjecture
| Item type | Current library | Collection | Shelving location | Call number | Status | Notes | Date due | Barcode | Item holds |
|---|---|---|---|---|---|---|---|---|---|
Book
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ICTS | Mathematic | Rack No 4 | QA246 (Browse shelf (Opens below)) | Available | Billno:103; Billdate: 2017-2018 | 01083 |
Total holds: 0
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Chapter 1 Introduction to the Ramanujan conjectures
Chapter 2 Modular forms and dirichelet series
Chapter 3 The rankin-selberg method
Chapter 4 Realtion to the weil conjectures
Chapter 5 The maximal order of t(n)
Chapter 6 The riemann and hurwitz zeta functions
Chapter 7 The prime number theorem and generalizations
Chapter 8 Hecke L-series
Chapter 9 Artin L-functions
Chapter 10 Selbergs conjectures and artin l-functions
Chapter 11 More on the sato-tate conjecture
Chapter 12 Automorphy and the sato-tate conjecture
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