On the Plurigenera of Minimal Algebraic 3-Folds with K ... 0.
On the Poles of a Local Zeta Function for Curves.
On the p-rank of an abelian variety and its endomorphism algebra.
Let A be an abelian variety defined over a finite field. In this paper, we discuss the relationship between the p-rank of A, r(A), and its endomorphism algebra, End0(A). As is well known, End0(A) determines r(A) when A is an elliptic curve. We show that, under some conditions, the value of r(A) and the structure of End0(A) are related. For example, if the center of End0(A) is an abelian extension of Q, then A is ordinary if and only if End0(A) is a commutative field. Nevertheless, we give an example...
On the Ramification of Branched Coverings of IPn.
On the rationality of certain strata of the Lange stratification of stable vector bundles on curves.
On the singularities of Polar curves.
On the Spannedness and Very Ampleness of Certain Line Bundles on the Blow-ups of IP2C and Fr .
On the string-theoretic Euler numbers of 3-dimensional -- singularities.
On the Structure of the Birational Abel Morphism.
On the superadditivity of secant defects
On the theorem of de Franchis
On the theory of nth power residues and a conjecture of Kronecker
On the torsion free cover of the -module k
On the transformation of unicursal surfaces
On the universal coverings of algebraic surfaces
On the vanishing of local homotopy groups for isolated singularities of complex spaces.
On two-dimensional regular local rings and a lifting problem
On unique and almost unique factorization of complete ideals II.
Orbifolds and finite group representations.
Orbifolds, special varieties and classification theory
This article gives a description, by means of functorial intrinsic fibrations, of the geometric structure (and conjecturally also of the Kobayashi pseudometric, as well as of the arithmetic in the projective case) of compact Kähler manifolds. We first define special manifolds as being the compact Kähler manifolds with no meromorphic map onto an orbifold of general type, the orbifold structure on the base being given by the divisor of multiple fibres. We next show that rationally connected Kähler...