论文标题
在Ricci平面度量的模量空间上
On the moduli space of ricci flat metrics on a K3 surface
论文作者
论文摘要
我们表明，RICCI平坦的单位音量（包括Orbifold指标）的模量空间仅连接起来，并且与K3晶格$（-E_8）^{\ oplus 2} \ oplus 2} \ oplus u^uslus u^{\ oplus 3}的K3 lattice $（-e_8）^{\ oplus 2}^}的k3 lattice $（-e_8）^{\ oplus uplus uplus 2} $ 3}具有相同的合理共同体学。
We show that the moduli space of Ricci flat metrics of unit volume (including orbifold metrics) on a K3 surface is simply connected and that it has the same rational cohomology as the automorphism group of the K3 lattice $(-E_8)^{\oplus 2}\oplus U^{\oplus 3}$.
