Document Type

Article

Date

4-17-2006

Embargo Period

11-18-2011

Disciplines

Mathematics

Description/Abstract

The conjectures of Deligne, Beuilinson, and Bloch-Kato assert that there should be relations between the arithmetic of algebro-geometric objects and the special values of their L-functions. We make a numerical study for symmetric power L-functions of elliptic curves, obtaining data about the validity of their functional equations, frequency of vanishing of central values, and divisibility of Bloch-Kato quotients.

Additional Information

This manuscript is from arXiv.org, for more information see http://arxiv.org/abs/math/0604095

Source

Harvested from arXiv.org

Creative Commons License


This work is licensed under a Creative Commons Attribution 3.0 License.

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