Titlebook: Arithmetic Algebraic Geometry; G. Geer,F. Oort,J. Steenbrink Book 1991 Springer Science+Business Media New York 1991 Algebraic K-theory.Ar

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Well-Adjusted Models for Curves over Dedekind Rings,al models Theorem, and a variant due to M. Artin of the Deligne-Mumford stable reduction Theorem. To state these results, let .(.) be the set of regular curves .′ for which there is a proper birational .-morphism .′ → .. Let ≥ be the partial order on .(.) defined by .′ ≥ .″ if there is a proper morphism .′ → .″ over ..

phlegm

Synthesize

宴会

Rejuvenate

旧病复发

SSRIS

On the Manin constants of modular elliptic curves,he jacobian of ..(.).. An elliptic curve . over . is said to be . if it is an isogeny factor (isogenics over .) of some ..(.).; the smallest M for which this happens is then called the level of .. The Shimura-Taniyama conjecture states that . elliptic curve . over . is modular, and that the level of

不能妥协

The action of monodromy on torsion points of Jacobians, consider the action of .on the torsion of .. One may ask for the image of this Galois group in the group of automorphisms of .. On the part which is of order prime to the characteristic the result is known, by transcendental methods, to be the full symplectic group. In this paper we will give an al

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An exceptional isomorphism between modular varieties,arieties in question are on the one hand a Siegel modular threefold ., that is a moduli space of 2 dimensional abelian varieties, which is a quotient of the moduli space with level 8 structure and on the other hand the self-product (over the base curve) V. of . → ..(8), the universal (smooth) ellipt

护身符

,Séries de kronecker et Fonctions , des Puissances Symétriques de Courbes Elliptiques sur Q,liptiques . définies sur Q faite en 1981 par Bloch et Grayson, [Bloch, Grayson 1986]. Nous reprenons ici le travail de Bloch et Grayson et présentons ensuite une étude analogue du carré symétrique d’une courbe elliptique. Notre travail repose sur une version explicite des conjectures de Beilinson re