$Ï_1$ of smooth points of a log del Pezzo surface is finite : II

J. Math. Sci. Univ. Tokyo
Vol. 2 (1995), No. 1, Page 165--196.

Gurjar, R. V. ; Zhang, D.-Q.
$Ï_1$ of smooth points of a log del Pezzo surface is finite : II
Let $S$ be a normal projective algebraic surface with at worst log terminal singularities (i.e., quotient singularities) and ample anti-canonical divisor $-K_S.$ In this Part II, we shall give a structure theorem (Theorem 1.1) for $S$ and complete the proof of the following result stated in the Part I: The smooth part of $S$ has finite fundamental group.