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ECHIDNA: Elliptic Curves and Higher Dimensional Analogues

Elliptic Curves and Higher Dimensional Analogues. This site is dedicated to research on explicit methods in algebra and geometry, particularly algebraic and geometric constructions arising and motivated by number theory and arithemtic geometry. A central focus is on the theory of elliptic curves and abelian varieties, with applications (in class field theory, computation, coding theory, cryptography, etc.). David R. Kohel ( David.Kohel@univmed.fr.

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ECHIDNA: Elliptic Curves and Higher Dimensional Analogues | echidna.maths.usyd.edu.au Reviews
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Elliptic Curves and Higher Dimensional Analogues. This site is dedicated to research on explicit methods in algebra and geometry, particularly algebraic and geometric constructions arising and motivated by number theory and arithemtic geometry. A central focus is on the theory of elliptic curves and abelian varieties, with applications (in class field theory, computation, coding theory, cryptography, etc.). David R. Kohel ( David.Kohel@univmed.fr.
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ECHIDNA: Elliptic Curves and Higher Dimensional Analogues | echidna.maths.usyd.edu.au Reviews

https://echidna.maths.usyd.edu.au

Elliptic Curves and Higher Dimensional Analogues. This site is dedicated to research on explicit methods in algebra and geometry, particularly algebraic and geometric constructions arising and motivated by number theory and arithemtic geometry. A central focus is on the theory of elliptic curves and abelian varieties, with applications (in class field theory, computation, coding theory, cryptography, etc.). David R. Kohel ( David.Kohel@univmed.fr.

INTERNAL PAGES

echidna.maths.usyd.edu.au echidna.maths.usyd.edu.au
1

Sage Mirror

http://echidna.maths.usyd.edu.au/sage/index.html

This is a mirror of Sage - Open Source Mathematics Software. Here, you can download Sage for your system and platform. Not sure what to download? Then follow the download guide. For more information, visit the Sage website. Image for virtualization or binary distribution for Windows. Mdash; Bootable Sage Live CD. Binaries, for 32 and 64 bit. Apple Mac OS X. Binaries for Intel and PowerPC systems. Source code of Sage ( older versions. Mdash; local mirror of optional and experimental Sage SPKGs.

2

Echidna Databases

http://echidna.maths.usyd.edu.au/echidna/dbs/index.html

Databases for Elliptic Curves and Higher Dimensional Analogues. Consult the Echidna Algorithms. Page for Magma and Sage interfaces to the data hosted here. Complex multiplication class invariants in genus 1. An interactive interface to Hilbert class polynomials on X(1) = X. An interactive interface to Weber class polynomials on X, where X(48) - X - X(1). Dedekind eta class polynomials. An interactive interface to Dedekind eta class polynomials on X. An interactive interface to Atkin class polynomials on X.

3

Echidna Algorithms

http://echidna.maths.usyd.edu.au/echidna/index.html

Algorithms for Elliptic Curves and Higher Dimensional Analogues. This package is a bzip2'ed tar file of open source Magma. Code For databases of modular polynomials, defining modular curves and their correspondences, class polynomials for genus 1 and 2, quaternion algebras, and of Brandt modules and their decompositions and Hecke algebra structures, consult the page Echidna Databases. For Magma code development, emacs users may find this customizable magma mode. Export ECHIDNA ROOT=$HOME/echidna-5.0.

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ECHIDNA: Elliptic Curves and Higher Dimensional Analogues

Elliptic Curves and Higher Dimensional Analogues. This site is dedicated to research on explicit methods in algebra and geometry, particularly algebraic and geometric constructions arising and motivated by number theory and arithemtic geometry. A central focus is on the theory of elliptic curves and abelian varieties, with applications (in class field theory, computation, coding theory, cryptography, etc.). David R. Kohel ( David.Kohel@univmed.fr.

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Decoherence in interacting many body systems. Application to superconductor-insulator transition in films and Josephson junction arrays. Quantum behavior of mesoscopic solid state devices with a few degrees of freedom, e.g. Josephson junction circuits with a few elements. Application to quantum computation and the general problems of decoherence. Implementation of topologically protected qubits by superconducting circuits. Rutgers), Oleg Astafiev. NPL), Claude Chapelier. CEA, Grenoble),. Ioffe AT physics...

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