DOIAbstract
International audienceWe generalize Weil's theorem on the number of rational points of smooth curves over a finite field to singular ones
International audienceWe generalize Weil's theorem on the number of rational points of smooth curves over a finite field to singular ones
We push further the classical proof of Weil upper bound for the number of rational points of an abso...
Given number fields L⊃K, smooth projective curves C defined over L and B defined over K, and a non-c...
17 pagesInternational audienceWe construct a smooth and projective surface over an arbitrary number ...
International audienceWe generalize Weil's theorem on the number of rational points of smooth curves...
International audienceWe generalize Weil's theorem on the number of rational points of smooth curves...
On s'intéresse, dans cette thèse, à des questions concernant le nombre maximum de points rationnels ...
In discussing the question of rational points on algebraic curves, we are usually concerned with ℚ. ...
We study the number of rational points of smooth projective curves over finite fields in some relati...
International audienceWe give a construction of singular curves with many rational points over finit...
For the Artin-Schreier curve yq - y = f(x) defined over a finite field Fq of q elements, the celebra...
We push further the classical proof of Weil upper bound for the number of rational points of an abso...
International audienceWe provide an infinite sequence of upper bounds for the number of rational poi...
Given number fields L $\supset$ K, smooth projective curves C defined over L and B defined over K, a...
Given number fields L $\supset$ K, smooth projective curves C defined over L and B defined over K, a...
We push further the classical proof of Weil upper bound for the number of rational points of an abso...
We push further the classical proof of Weil upper bound for the number of rational points of an abso...
Given number fields L⊃K, smooth projective curves C defined over L and B defined over K, and a non-c...
17 pagesInternational audienceWe construct a smooth and projective surface over an arbitrary number ...
International audienceWe generalize Weil's theorem on the number of rational points of smooth curves...
International audienceWe generalize Weil's theorem on the number of rational points of smooth curves...
On s'intéresse, dans cette thèse, à des questions concernant le nombre maximum de points rationnels ...
In discussing the question of rational points on algebraic curves, we are usually concerned with ℚ. ...
We study the number of rational points of smooth projective curves over finite fields in some relati...
International audienceWe give a construction of singular curves with many rational points over finit...
For the Artin-Schreier curve yq - y = f(x) defined over a finite field Fq of q elements, the celebra...
We push further the classical proof of Weil upper bound for the number of rational points of an abso...
International audienceWe provide an infinite sequence of upper bounds for the number of rational poi...
Given number fields L $\supset$ K, smooth projective curves C defined over L and B defined over K, a...
Given number fields L $\supset$ K, smooth projective curves C defined over L and B defined over K, a...
We push further the classical proof of Weil upper bound for the number of rational points of an abso...
We push further the classical proof of Weil upper bound for the number of rational points of an abso...
Given number fields L⊃K, smooth projective curves C defined over L and B defined over K, and a non-c...
17 pagesInternational audienceWe construct a smooth and projective surface over an arbitrary number ...
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