Vector bundles and $SO(3)$ invariants for elliptic surfaces III: The case of odd fiber degree

Friedman, Robert

Vector bundles and $SO(3)$ invariants for elliptic surfaces III: The case of odd fiber degree

Authors

Description

This paper, the last in a series of three, studies vector bundles on an elliptic surface whose determinant has odd intersection number with a general fiber and uses this study to calculate certain coefficients of Donaldson polynomials.
68 pages, AMS-TeX