Classification of Singular Fibres on Rational Elliptic Surfaces in Characteristic Three
arXiv:math/0410360 · doi:10.1080/00927870500274861
Abstract
We determine and list all possible configurations of singular fibres on rational elliptic surfaces in characteristic three. In total, we find that 267 distinct configurations exist. This result complements Miranda and Persson's classification in characteristic zero, and Lang's classification in characteristic two.
40 Pages. Minor typos corrected