Add to ORKGAbstract. We give a simple and effective method for the construction of algebraic curves over finite fields with many rational points. The curves constructed are Kummer covers or fibre products of Kummer covers of the projective line
Abstract. We explain how to compute the equations of the abelian coverings of any curve defined over...
In this paper we make an exhaustive computer search for finding new curves with many points among fi...
. This paper provides an algorithmic approach to some basic algebraic and combinatorial properties o...
We give a simple and effective method for the construction of algebraic curves over finite fields w...
We give a simple and effective method for the construction of algebraic curves over finite fields wi...
We give a simple and effective method for the construction of algebraic curves over finite fields wi...
AbstractWe give a simple and effective method for the construction of algebraic curves over finite f...
This thesis surveys the issue of finding rational points on algebraic curves over finite fields. Sin...
AbstractWe establish a correspondence between a class of Kummer extensions of the rational function ...
We establish a correspondence between a class of Kummer extensions of the rational function field an...
We study fibre products of an arbitrary number of Kummer covers of the projective line over F-q unde...
We study fibre products of a finite number of Kummer covers of the projective line over finite field...
We determined the number of rational points of fibre products of two Kummer covers over a rational p...
L'étude du nombre de points rationnels d'une courbe définie sur un corps fini se divise naturellemen...
International audienceWe explain how to compute the equations of the abelian coverings of any curve ...
Abstract. We explain how to compute the equations of the abelian coverings of any curve defined over...
In this paper we make an exhaustive computer search for finding new curves with many points among fi...
. This paper provides an algorithmic approach to some basic algebraic and combinatorial properties o...
We give a simple and effective method for the construction of algebraic curves over finite fields w...
We give a simple and effective method for the construction of algebraic curves over finite fields wi...
We give a simple and effective method for the construction of algebraic curves over finite fields wi...
AbstractWe give a simple and effective method for the construction of algebraic curves over finite f...
This thesis surveys the issue of finding rational points on algebraic curves over finite fields. Sin...
AbstractWe establish a correspondence between a class of Kummer extensions of the rational function ...
We establish a correspondence between a class of Kummer extensions of the rational function field an...
We study fibre products of an arbitrary number of Kummer covers of the projective line over F-q unde...
We study fibre products of a finite number of Kummer covers of the projective line over finite field...
We determined the number of rational points of fibre products of two Kummer covers over a rational p...
L'étude du nombre de points rationnels d'une courbe définie sur un corps fini se divise naturellemen...
International audienceWe explain how to compute the equations of the abelian coverings of any curve ...
Abstract. We explain how to compute the equations of the abelian coverings of any curve defined over...
In this paper we make an exhaustive computer search for finding new curves with many points among fi...
. This paper provides an algorithmic approach to some basic algebraic and combinatorial properties o...