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Real elliptic curves (North-Holland mathematics studies) by Norman L. Alling (Eds.) is a nonfiction available to read on EtoBox.

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Content: Edited by Page iii Copyright page Page iv Dedication Page v Preface Pages vii-viii Norman L. Ailing Chapter 0 Introduction Pages 1-8 Chapter 1 Examples of Elliptic Integrals Pages 11-20 Chapter 2 Some Addition Theorems Pages 21-31 Chapter 3 Development of Some Discoveries Made Prior to 1827 Pages 33-55 Chapter 4 Inverting the Integral Pages 59-74 Chapter 5 Theta Functions Pages 75-84 Chapter 6 The Introduction of Analytic Function Theory Pages 85-101 Chapter 7 Weierstrass's Work on Elliptic Functions Pages 103-133 Chapter 8 Riemann Surfaces Pages 135-165 Chapter 9 The Elliptic Modular Function Pages 167-187 Chapter 10 Algebraic Function Fields Pages 189-204 Chapter 11 Real Algebraic Function Fields and Compact Klein Surfaces Pages 207-215 Chapter 12 The Species and Geometric Moduli of a Real Elliptic Curve Pages 217-236 Chapter 13 Automorphisms of Real Elliptic Curves Pages 237-249 Chapter 14 From Species and Geometric Moduli to Defining Equations Pages 251-271 Chapter 15 The Divisor Class Group of Y s,t Pages 273-281 Chapter 16 Analytic Differentials Pages 283-288 Chapter 17 From Defining Equation to Species and Moduli Pages 289-333 Bibliography Pages 335-339 Index Pages

Who reads Real elliptic curves (North-Holland mathematics studies)?

Author

Norman L. Alling (Eds.)

Publisher

North-Holland Pub. Co. : Sole distributors for the U.S.A. and Canada Elsevier North-Holland

Published

1981

Language

EN

ISBN

9780080871653

Category

nonfiction

Subjects

Mathematics, Education, Number Theory