The Jacobian and Formal Group of a Curve of Genus 2 over an Arbitrary Ground (1990)
by
E. V. Flynn
| Venue: | Math. Proc. Cambridge Philos. Soc. 107 |
| Citations: | 17 - 3 self |
BibTeX
@INPROCEEDINGS{Flynn90thejacobian,
author = {E. V. Flynn},
title = {The Jacobian and Formal Group of a Curve of Genus 2 over an Arbitrary Ground},
booktitle = {Math. Proc. Cambridge Philos. Soc. 107},
year = {1990},
pages = {107}
}
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Abstract
The ability to perform practical computations on particular cases has greatly influenced the theory of elliptic curves. First, it has allowed a rich sub-branch of the Mathematics of Computation to develop, devoted to elliptic curves: the search for curves of large rank, large torsion over number fields, and — more recently — the application of
Citations
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| 32 | Introduction to algebraic and Abelian functions, GTM 89 - Lang - 1982 |
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| 12 | Abelian varieties over p-adic ground fields - Mattuck - 1955 |
| 11 | Formal Groups in Genus 2 - Grant - 1990 |
| 11 | Speeding up the Pollard and elliptic curve methods of factorization - Montgomery - 1987 |
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| 1 | Curves of Genus 2 - Flynn - 1989 |
