On the Gauss maps of space curves in characteristic p
On the Gauss maps of space curves in characteristic p, II
On the generic injectivity of the Gauss map in positive characteristic.
On the Geometry of a Siegel Modular Threefold.
On the group of components of a Néron model.
On the group orders of elliptic curves over finite fields
On the Hasse principle for homogeneous spaces with finite stabilizers
On the height constant for curves of genus two
On the height constant for curves of genus two, II
On the Hodge-Tage decomposition in the imperfect residue field case.
On the Holomorphy on Certain Non-Abelian L-Series.
On the index theorem for -adic differential equations. III. (Sur le théorème de l'indice des équations différentielles -adiques. III.)
On the Induced h-Structure on an Open Subset of the Rigid Analytic Space IPl (k) .
On the infinite fern of Galois representations of unitary type
Let be a CM number field, an odd prime totally split in , and let be the -adic analytic space parameterizing the isomorphism classes of -dimensional semisimple -adic representations of satisfying a selfduality condition “of type ”. We study an analogue of the infinite fern of Gouvêa-Mazur in this context and show that each irreducible component of the Zariski-closure of the modular points in has dimension at least . As important steps, and in any rank, we prove that any first order...
On the joint 2-adic complexity of binary multisequences
Joint 2-adic complexity is a new important index of the cryptographic security for multisequences. In this paper, we extend the usual Fourier transform to the case of multisequences and derive an upper bound for the joint 2-adic complexity. Furthermore, for the multisequences with pn-period, we discuss the relation between sequences and their Fourier coefficients. Based on the relation, we determine a lower bound for the number of multisequences with given joint 2-adic complexity.
On the joint 2-adic complexity of binary multisequences∗
Joint 2-adic complexity is a new important index of the cryptographic security for multisequences. In this paper, we extend the usual Fourier transform to the case of multisequences and derive an upper bound for the joint 2-adic complexity. Furthermore, for the multisequences with pn-period, we discuss the relation between sequences and their Fourier coefficients. Based on the relation, we determine a lower bound for the number of multisequences...
On the l-adic cohomology of Siegel threefolds.
On the Local Zeta Function of Quaternionic Shimura Varieties with Bad Reduction.
On the method of Coleman and Chabauty.
On the moduli of quasi-canonical liftings