论文标题
Iitaka维度的统一理性多面体
Uniform rational polytopes for Iitaka dimensions
论文作者
论文摘要
在本文中，我们继续通过功能对和统一的有理多面体发展理论。我们表明，假设固定尺寸的IITAKA尺寸有均匀的扰动，并假定固定尺寸对DCC系数，假设构想不变构想。我们还展示了假设非变化的猜想的伪有效LC对的IITAKA维度的均匀有理多型的存在。
In this paper, we continue to develop the theories on functional pairs and uniform rational polytopes. We show that there is a uniform perturbation for Iitaka dimensions of pseudo-effective lc pairs of fixed dimension with DCC coefficients assuming the non-vanishing conjecture. We also show the existence of uniform rational polytopes for Iitaka dimensions of pseudo-effective lc pairs assuming the non-vanishing conjecture.
