18 résultats avec le mot-clé: 'number rational points prym varieties finite fields'
If it is the case, the corresponding isogeny class contains the product of elliptic curves of trace −m and these curves have q+1+m ≥ 3+1+3 = 7 rational points, thus at least
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Alp Bassa, Elisa Lorenzo García, Christophe Ritzenthaler and René Schoof.. Documents Mathématiques série dirigée par
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The minimum and maximum number of rational points on jacobian surfaces over finite fields..
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We give upper and lower bounds for the number of points on abelian varieties over finite fields, and lower bounds specific to Jacobian varieties.. We also determine exact formulas for
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Some of these bounds turn out to be asymptotically optimal when g → ∞ , meaning that they converge to the lower bound from the generalized Brauer–Siegel theorem for function
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We give a closed expression for the number of points over finite fields of the Lusztig nilpotent variety associated to any quiver, in terms of Kac’s A-polynomials.. When the quiver
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The first is to provide a series of upper and lower bounds for the number of points on an abelian variety defined over a finite field... cobian of a curve or the Prym variety of
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This construction enables us to prove some results on the maximum number of rational points on an absolutely ir- reducible projective algebraic curve defined over F q of
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Instead of considering elliptic curves over number fields of degree d, one might consider abelian varieties over Q of dimension d.. Restriction of scalars a la Weil
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The conjecture interpolates, in a way that we make precise, between Lang’s conjecture for rational points on varieties of general type over number fields, and the conjecture of Lang
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Although the method we develop here can be applied to any toric surface, this paper solely focuses on the projective plane and Hirzeburch surfaces, which are the only minimal
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Proof of the injectivity theorem for Witt vector cohomology The main result of this section is Theorem 8.1 below, which gives an injectivity property for the functoriality
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4. A DÉCIDÉ ÉGALEMENT que l’organe intergouvernemental de négociation tiendra au moins une session supplémentaire dans l’intervalle entre les troisième et quatrième sessions de
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For exam- ple Fried’s ˇ Cebotarev theorem for rational function fields κ (x) over a finite field κ and Colliot-Thélène’s result that varieties over a number field with the
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We establish asymptotic formulas for volumes of height balls in analytic varieties over local fields and in adelic points of algebraic varieties over number fields, relating the
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