论文标题
理性统治表面作为符号超平面部分
Rational ruled surfaces as symplectic hyperplane sections
论文作者
论文摘要
我们研究有理统治表面的嵌入性，作为互合式超平面切片成封闭的整体式符号歧管。由此，我们获得了Boothby的Stein填充性的结果 - wang束在有理统治的表面上。
We study embeddability of rational ruled surfaces as symplectic hyperplane sections into closed integral symplectic manifolds. From this we obtain results on Stein fillability of Boothby--Wang bundles over rational ruled surfaces.
