On algebraic curves.
On Galois module structure of the cohomology groups of an algebraic variety.
On homology classes represented by real algebraic varieties
On K-spanned embeddings of projectiv manifolds.
On space curves with good cohomological properties.
On the de Rham cohomology of algebraic varieties
On the determinant of periods with finite monodromy.
On the difference between real and complex arrangements.
On the Dimension of Analytic Cohomology.
On the homology and cohomology of complete intersections with isolated singularities
On the irreducible components of characteristic varieties.
On the L2 cohomology of complex spaces.
On the Néron-Severi group of a singular variety.
On the Normal Bundle to Abelian Surfaces Embedded in ...4 ( C ) .
On the weight filtration of the homology of algebraic varieties : the generalized Leray cycles
Let be a normal crossing divisor in the smooth complex projective algebraic variety and let be a tubular neighbourhood of in . Using geometrical properties of different intersections of the irreducible components of , and of the embedding , we provide the “normal forms” of a set of geometrical cycles which generate , where is one of the following pairs , , , and . The construction is compatible with the weights in of Deligne’s mixed Hodge structure. The main technical part...
On the zeta function of monodromy of a polynomial map