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https://doi.org/10.1007/s40879-018-0229-x
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Cite Journal: European Journal of Mathematics |  Publication Date: Mar 26, 2018 |
 Citations: 3 |
Affiliation: Stony Brook University, Institute for Basic Science
Let S be a smooth rational surface with $$K^2_S\geqslant 3$$ . We show that there exist A-polar cylinders for a polarized pair (S, A) except when S is a smooth cubic surface and A is an anticanonical divisor.
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