论文标题
Riemann-Roch多项式的已知Hyperkähler歧管
Riemann-Roch Polynomials of the known Hyperkähler Manifolds
论文作者
论文摘要
我们在O'Grady引入的Hyperkähler歧管的两个例外示例中计算了线束的Euler特征的显式公式。在附录中，Yalong Cao和Chen Jiang使用我们的公式来计算10维示例的Chern号。
We compute explicit formulas for the Euler characteristic of line bundles in the two exceptional examples of Hyperkähler Manifolds introduced by O'Grady. In the Appendix Yalong Cao and Chen Jiang use our formulas to compute the Chern numbers for the 10-dimensional example.
