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Lectures on elliptic curves 1991 book

Lectures on elliptic curves

Details Of The Book

Lectures on elliptic curves

Category: Coercion
edition: 1 
Authors:   
serie: London Mathematical Society student texts 24 
ISBN : 9780521415170, 0521425301 
publisher: Cambridge University Press 
publish year: 1991 
pages: 145 
language: English 
ebook format : DJVU (It will be converted to PDF, EPUB OR AZW3 if requested by the user) 
file size: 706 KB 

price : $14.22 18 With 21% OFF



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You can Download Lectures on elliptic curves Book After Make Payment, According to the customer's request, this book can be converted into PDF, EPUB, AZW3 and DJVU formats.


Abstract Of The Book



Table Of Contents

Contents......Page 4
0 Introduction......Page 6
1 Curves of genus 0. Introduction......Page 8
2 p-adic numbers......Page 11
3 The local-global principle for conics......Page 18
4 Geometry of numbers......Page 22
5 Local-global principle. Conclusion of proof......Page 25
6 Cubic curves......Page 28
7 Non-singular cubics. The group law......Page 32
8 Elliptic curves. Canonical Form......Page 37
9 Degenerate laws......Page 44
10 Reduction......Page 47
11 The p-adic case......Page 51
12 Global torsion......Page 55
13 Finite Basis Theorem. Strategy and comments......Page 59
14 A 2-isogeny......Page 63
15 The weak finite basis theorem......Page 71
16 Remedial mathematics. Resultants......Page 80
17 Heights. Finite Basis Theorem......Page 83
18 Local-global for genus 1......Page 90
19 Elements of Galois cohomology......Page 94
20 Construction of the jacobian......Page 97
21 Some abstract nonsense......Page 103
22 Principal homogeneous spaces and Galois cohomology......Page 109
23 The Tate-Shafarevich group......Page 113
24 The endomorphism ring......Page 117
25 Points over finite fields......Page 123
26 Factorizing using elliptic curves......Page 129
Formulary......Page 135
Further Reading......Page 140
INDEX......Page 141




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