论文标题
几乎复杂的霍奇理论
Almost complex Hodge theory
论文作者
论文摘要
我们回顾了霍奇理论的最新发展，几乎是复杂的歧管。这包括确定由$ \ bar \ partial $ -laplacian定义的hodge数字几乎是复杂的，几乎是卡勒，还是尺寸四的birational不变性。
We review the recent development of Hodge theory for almost complex manifolds. This includes the determination of whether the Hodge numbers defined by $\bar\partial$-Laplacian are almost complex, almost Kähler, or birational invariants in dimension four.
