On the addition of the double ...-functions.
On the analytic solution of the equation of fifth degree
On the arithmetic of J0 (N) new.
On the birational gonalities of smooth curves
Let C be a smooth curve of genus g. For each positive integer r the birational r-gonality sr(C) of C is the minimal integer t such that there is L ∈ Pict(C) with h0(C,L) = r + 1. Fix an integer r ≥ 3. In this paper we prove the existence of an integer gr such that for every integer g ≥ gr there is a smooth curve C of genus g with sr+1(C)/(r + 1) > sr(C)/r, i.e. in the sequence of all birational gonalities of C at least one of the slope inequalities fails
On the Birch and Swinnerton-Dyer Conjecture.
On the Classification of Commutative Formal Group Laws over p-Hilbert Domains and a Finiteness Theorem for Higher Hasse-Witt Matrices.
On the Clifford Index of a General (e+2)-gonal curve.
On the Cohen-Macaulay Property for Monomial Curves in ...
On the Conjecture of Birch and Swinnerton-Dyer
On the general hyperplane section of a projective curve.
On the geometry of algebraic curves having many real components.
We show that there is a large class of nonspecial effective divisors of relatively small degree on real algebraic curves having many real components i.e. on M-curves. We apply to 1. complete linear systems on M-curves containing divisors with entirely real support, and 2. morphisms of M-curves into P1.
On the gonality of curves in
Here we study the gonality of several projective curves which arise in a natural way (e.gċurves with maximal genus in , curves with given degree and genus for all possible , if and with large for arbitrary ).
On the height constant for curves of genus two
On the Hilbert Scheme of Curves of Maximal Genus in a Projective Space.
On the jacobian variety of some algebraic curves
On the Noether-Lefschetz Theorem and Some Remarks on Codimension-two Cycles.
On the normal bundle of an exceptional curve in a higher dimensional algebraic manifold.
On the Normal Bundle of Curves on Complete Intersection Surfaces.
On the normal bundle of curves on smooth projective surfaces.
On the Normal Bundles of Rational Space Curves.