Related numeric data and programs are available on the web pages of the authorsInternational audienceWe apply classical invariant theory of binary forms to explicitly characterize isomorphism classes of hyperelliptic curves of small genus and, conversely, propose algorithms for reconstructing hyperelliptic models from given invariants. We focus on genus 3 hyperelliptic curves. Both geometric and arithmetic aspects are considered
International audienceWe show how to speed up the computation of isomorphisms of hyperelliptic curve...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
<div><p>In 1967, Shioda [<a href="#CIT0020" target="_blank">20</a>] determined the ring of invariant...
Related numeric data and programs are available on the web pages of the authorsInternational audienc...
AbstractWe apply classical invariant theory of binary forms to explicitly characterize isomorphism c...
AbstractWe apply classical invariant theory of binary forms to explicitly characterize isomorphism c...
This bachelor's thesis is focused on galois (finite) fields of characteristic 3, which are then furt...
AbstractIn this paper we classify hyperelliptic curves of genus 3 defined over a finite field k of e...
International audienceIn this article we prove an analogue of a theorem of Lachaud, Ritzenthaler, an...
In this article we prove an analogue of a theorem of Lachaud, Ritzenthaler, and Zykin, which allows ...
In this article we prove an analogue of a theorem of Lachaud, Ritzenthaler, and Zykin, which allows ...
In this article we prove an analogue of a theorem of Lachaud, Ritzenthaler, and Zykin, which allows ...
We give the number and representatives of isomorphism classes of hyperelliptic curves of genus g def...
International audienceWe show how to speed up the computation of isomorphisms of hyperelliptic curve...
AbstractWe give the number and representatives of isomorphism classes of hyperelliptic curves of gen...
International audienceWe show how to speed up the computation of isomorphisms of hyperelliptic curve...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
<div><p>In 1967, Shioda [<a href="#CIT0020" target="_blank">20</a>] determined the ring of invariant...
Related numeric data and programs are available on the web pages of the authorsInternational audienc...
AbstractWe apply classical invariant theory of binary forms to explicitly characterize isomorphism c...
AbstractWe apply classical invariant theory of binary forms to explicitly characterize isomorphism c...
This bachelor's thesis is focused on galois (finite) fields of characteristic 3, which are then furt...
AbstractIn this paper we classify hyperelliptic curves of genus 3 defined over a finite field k of e...
International audienceIn this article we prove an analogue of a theorem of Lachaud, Ritzenthaler, an...
In this article we prove an analogue of a theorem of Lachaud, Ritzenthaler, and Zykin, which allows ...
In this article we prove an analogue of a theorem of Lachaud, Ritzenthaler, and Zykin, which allows ...
In this article we prove an analogue of a theorem of Lachaud, Ritzenthaler, and Zykin, which allows ...
We give the number and representatives of isomorphism classes of hyperelliptic curves of genus g def...
International audienceWe show how to speed up the computation of isomorphisms of hyperelliptic curve...
AbstractWe give the number and representatives of isomorphism classes of hyperelliptic curves of gen...
International audienceWe show how to speed up the computation of isomorphisms of hyperelliptic curve...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
<div><p>In 1967, Shioda [<a href="#CIT0020" target="_blank">20</a>] determined the ring of invariant...