A Modular Construction of Unramified p-Extension of Q (...).
A moduli approach to quadratic -curves realizing projective mod Galois representations.
A motivic Chebotarev density theorem.
A motivic isomorphism between two projective homogeneous varieties under the action of a group of type . (Un isomorphisme motivique entre deux variétés homogènes projectives sous l'action d'un groupe de type .)
A Narasimhan-Seshardri-Donaldson Correspondance over Non-orientable Surfaces.
A new characterization of rational surface singularities.
A New Characterization of the Integer 5906.
A new compactification of the moduli space of curves
A New Compactification of the Siegel Space and Degeneration of Abelian Varieties. I.
A New Compactification of the Siegel Space and Degeneration of Abelian Varieties. II.
A new construction of a surface of degree having nodes
A new construction of -adic -functions attached to certain elliptic curves with complex multiplication
In this paper we apply the results of our previous article on the -adic interpolation of logarithmic derivatives of formal groups to the construction of -adic -functions attached to certain elliptic curves with complex multiplication. Our results are primarily concerned with curves with supersingular reduction.
A new cubic character sum
A new example of a compactification of C3.
A new family of surfaces with and
A New Index for Polytopes.
A new proof of desingularization over fields of characteristic zero.
We present a proof of embedded desingularization for closed subschemes which does not make use of Hilbert-Samuel function and avoids Hironaka's notion of normal flatness (see also [171 page 224). Given a subscheme defined by equations, we prove that embedded desingularization can be achieved by a sequence of monoidal transformations; where the law of transformation on the equations defining the subscheme is simpler then that used in Hironaka 's procedure. This is done by showing that desingularization...
A new proof of the existence of Kähler-Einstein metrics on A3, II.
A new proof of the existence of Kähler-Einstein metrics on K3, I.
A new record for the canonical height on an elliptic curve over .