On 2-Spannedness for the adjunction mapping.
The structure of the group of a surface with prescribed singularities is investigated.
Let be a prime integer and a field of characteristic . Let be thenorm varietyof a symbol in the Galois cohomology group (for some ), constructed in the proof of the Bloch-Kato conjecture. The main result of the paper affirms that the function field has the following property: for any equidimensional variety , the change of field homomorphism of Chow groups with coefficients in integers localized at is surjective in codimensions . One of the main ingredients of the proof is a computation...
We describe the polarised Hodge structure on the symmetric powers of a smooth projective curve.