Publication date
September 2012
DOI Publisher
Elsevier Inc. ISSN
1071-5797 Citation count (estimate)
3Abstract
AbstractIn this note we provide a characterization of maximal hyperelliptic curves C over a finite field Fq2 given by the equation y2=xm+x
AbstractIn this note we provide a characterization of maximal hyperelliptic curves C over a finite field Fq2 given by the equation y2=xm+x
We study elliptic surfaces corresponding to an equation of the specific type y2=x3+f(t)x, defined ov...
AbstractWe show that a maximal curve over Fq2 given by an equation A(X)=F(Y), where A(X)∈Fq2[X] is a...
We show that an Fq2-maximal curve of genus 1/6(q - 3)q > 0 is either a non-reflexive space curve ...
AbstractThis note contains general remarks concerning finite fields over which a so-called maximal, ...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
AbstractWe study arithmetical and geometrical properties ofmaximal curves, that is, curves defined o...
AbstractIn this note we provide a characterization of maximal hyperelliptic curves C over a finite f...
AbstractIn this article we provide a characterization of maximal and minimal Fermat curves using the...
AbstractThe aim of this paper is to give a characterization of maximal hyperelliptic curves C over a...
This note is devoted to studying certain maximal hyperelliptic function fields of genus two defined ...
AbstractIt is shown that the curve yq2−y=xqn+1q+1 over Fq2n with n≥3 odd, that generalizes Serre’s c...
We characterize certain maximal curves over finite fields defined by equations of type y n = x m + x...
AbstractIn this note, we present a simple method for constructing maximal curves defined over Fq2m b...
AbstractIn this work we study the properties of maximal and minimal curves of genus 3 over finite fi...
AbstractThe purpose of this paper is to construct maximal curves over large finite fields using line...
We study elliptic surfaces corresponding to an equation of the specific type y2=x3+f(t)x, defined ov...
AbstractWe show that a maximal curve over Fq2 given by an equation A(X)=F(Y), where A(X)∈Fq2[X] is a...
We show that an Fq2-maximal curve of genus 1/6(q - 3)q > 0 is either a non-reflexive space curve ...
AbstractThis note contains general remarks concerning finite fields over which a so-called maximal, ...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
AbstractWe study arithmetical and geometrical properties ofmaximal curves, that is, curves defined o...
AbstractIn this note we provide a characterization of maximal hyperelliptic curves C over a finite f...
AbstractIn this article we provide a characterization of maximal and minimal Fermat curves using the...
AbstractThe aim of this paper is to give a characterization of maximal hyperelliptic curves C over a...
This note is devoted to studying certain maximal hyperelliptic function fields of genus two defined ...
AbstractIt is shown that the curve yq2−y=xqn+1q+1 over Fq2n with n≥3 odd, that generalizes Serre’s c...
We characterize certain maximal curves over finite fields defined by equations of type y n = x m + x...
AbstractIn this note, we present a simple method for constructing maximal curves defined over Fq2m b...
AbstractIn this work we study the properties of maximal and minimal curves of genus 3 over finite fi...
AbstractThe purpose of this paper is to construct maximal curves over large finite fields using line...
We study elliptic surfaces corresponding to an equation of the specific type y2=x3+f(t)x, defined ov...
AbstractWe show that a maximal curve over Fq2 given by an equation A(X)=F(Y), where A(X)∈Fq2[X] is a...
We show that an Fq2-maximal curve of genus 1/6(q - 3)q > 0 is either a non-reflexive space curve ...
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