On higher-order weierstrass points and the finiteness of the automorphism group.
On J1 (p) and the kernel of the Eisenstein ideal.
On K1 of curves over global fields.
On l-adic sheaves on Shimura varieties and their higher direct images in the Baily-Borel compactification.
On L-functions of elliptic curves and anticyclotomic towers.
On L-functions of elliptic curves and cyclotomic towers.
On Manin's conditional algorithm
On Manin's conjecture for a certain singular cubic surface
On modular representations of Gal (.../Q) arising from modular forms.
On monomial relations between p-adic periods.
On nonary cubic forms.
On non-basic Rapoport-Zink spaces
In this paper we study certain moduli spaces of Barsotti-Tate groups constructed by Rapoport and Zink as local analogues of Shimura varieties. More precisely, given an isogeny class of Barsotti-Tate groups with unramified additional structures, we investigate how the associated (non-basic) moduli spaces compare to the (basic) moduli spaces associated with its isoclinic constituents. This aspect of the geometry of the Rapoport-Zink spaces is closely related to Kottwitz’s prediction that their -adic...
On non-commutative twisting in étale and motivic cohomology
This article confirms a consequence of the non-abelian Iwasawa main conjecture. It is proved that under a technical condition the étale cohomology groups , where is a smooth, projective scheme, are generated by twists of norm compatible units in a tower of number fields associated to . Using the “Bloch-Kato-conjecture” a similar result is proven for motivic cohomology with finite coefficients.
On -adic analytic families of Galois representations
On - adic differential equations IV generalized hypergeometric functions as - adic analytic functions in one variable
On -adic differential equations. The Frobenius structure of differential equations
On -adic -functions
On -adic uniformization
On p-adic analogues of the conjectures of Birch and Swinnerton-Dyer.
On P-Adic Differential Equations. III. On P-Adically Bounded Solutions of Ordinary Linear Differential Equations with Rational Function Coefficients.