Algebraic Geometry. Sundance 1986

The characteristic numbers of smooth plane cubics.- Multiple-point formulas and line complexes.- Geometry of severi varieties, II: Independence of divisor classes and examples.- Varieties cut out by quadrics: Scheme-theoretic versus homogeneous generation of ideals.- Vanishing theorems for varieties of low codimension.- Explicit computations in Hilb3 ?2.- Iterated blow-ups and moduli for rational surfaces.- On the embeddings of projective varieties.- Iteration of multiple point formulas and applications to conics.- Enumerative geometry of nodal plane cubics.- Old and new results about the triangle varieties.- Computing chow groups.- Transversality theorems for families of maps.- Complete bilinear forms.