论文标题
两极分化的log calabi-yau振动的界限
Boundedness of polarized log Calabi-Yau fibrations
论文作者
论文摘要
在本文中，我们研究了与log calabi-YAU纤维化结构对数对的界限。我们证明，当log calabi-yau纤维的总空间是有界的模仿毛prational等价的，当对数规范除数的iitaka体积有界限，并且一般的纤维在极化的log calabi-calabi-yau对的界面。
In this paper, we investigate the boundedness of log pairs with log Calabi--Yau fibration structures. We prove that total spaces of log Calabi--Yau fibrations are bounded modulo crepant birational equivalence when the Iitaka volumes of log canonical divisors are bounded and general fibers are in a bounded family of polarized log Calabi--Yau pairs.
