Add to ORKGThis survey presents main ideas needed for obtaining the list of all non-trivial groups G that appear as automorphism group of a non-hyperelliptic genus 3 curve over an algebraic closed field of zero characteristic and concerning equations of genus 3 curves with exact automorphism group G
We consider which integers g and r can occur respectively as the genus and p-rank of a curve defined...
Let Mg be the moduli space of smooth, genus g curves over an algebraically closed field K of zero ch...
AbstractThe Hasse Weil bound restricts the number of points of a curve which are defined over a fini...
AbstractFor each isomorphism class of a real algebraic curve (X,σ) of genus 2 we compute the groups ...
Let H be a (projective, geometrically irreducible, non-singular) algebraic curve of genus g ≥ 2 defi...
Let H be a (projective, geometrically irreducible, non-singular) algebraic curve of genus g ≥ 2 defi...
Let H be a (projective, geometrically irreducible, non-singular) algebraic curve of genus g ≥ 2 defi...
2000 Mathematics Subject Classification: 14Q05, 14Q15, 14R20, 14D22.Let Hg be the moduli space of ge...
Let Mg be the moduli space of smooth, genus g curves over an algebraically closed field K of zero ch...
AbstractIn this paper we classify hyperelliptic curves of genus 3 defined over a finite field k of e...
Let Mg be the moduli space of smooth, genus g curves over an algebraically closed field K of zero ch...
AbstractThe author gives a characterization of the singularities of the coarse moduli schemes for cu...
AbstractLet k be a finite field of even characteristic. We obtain in this paper a complete classific...
We consider which integers g and r can occur respectively as the genus and p-rank of a curve defined...
In this work we consider constructions of genus 3 curves X such that End(Jac(X))⊗Q contains the tota...
We consider which integers g and r can occur respectively as the genus and p-rank of a curve defined...
Let Mg be the moduli space of smooth, genus g curves over an algebraically closed field K of zero ch...
AbstractThe Hasse Weil bound restricts the number of points of a curve which are defined over a fini...
AbstractFor each isomorphism class of a real algebraic curve (X,σ) of genus 2 we compute the groups ...
Let H be a (projective, geometrically irreducible, non-singular) algebraic curve of genus g ≥ 2 defi...
Let H be a (projective, geometrically irreducible, non-singular) algebraic curve of genus g ≥ 2 defi...
Let H be a (projective, geometrically irreducible, non-singular) algebraic curve of genus g ≥ 2 defi...
2000 Mathematics Subject Classification: 14Q05, 14Q15, 14R20, 14D22.Let Hg be the moduli space of ge...
Let Mg be the moduli space of smooth, genus g curves over an algebraically closed field K of zero ch...
AbstractIn this paper we classify hyperelliptic curves of genus 3 defined over a finite field k of e...
Let Mg be the moduli space of smooth, genus g curves over an algebraically closed field K of zero ch...
AbstractThe author gives a characterization of the singularities of the coarse moduli schemes for cu...
AbstractLet k be a finite field of even characteristic. We obtain in this paper a complete classific...
We consider which integers g and r can occur respectively as the genus and p-rank of a curve defined...
In this work we consider constructions of genus 3 curves X such that End(Jac(X))⊗Q contains the tota...
We consider which integers g and r can occur respectively as the genus and p-rank of a curve defined...
Let Mg be the moduli space of smooth, genus g curves over an algebraically closed field K of zero ch...
AbstractThe Hasse Weil bound restricts the number of points of a curve which are defined over a fini...