论文标题
部分可观测时空混沌系统的无模型预测
GIT of complete intersections and log canonical thresholds
论文作者
论文摘要
我们在同一环境射影空间中具有相同程度高空的完整交叉点的GIT稳定性之间建立了联系，这可以在格拉马尼亚方案中作为元素进行参数，而这些分组中包含在这些元素中的高空凹口的对数规范阈值。在GIT商的变化情况下，我们还建立了类似的联系，在该情况下，我们考虑了完整的交叉点和独特的超平面。
We establish a link between the GIT stability of complete intersections of same degree hypersurfaces in the same ambient projective space, which can be parametrised as tuples in a Grassmanian scheme, and the log canonical thresholds of hypersurfaces contained in these tuples. We also establish a similar link in the case of Variations of GIT quotients, where we consider tuples of complete intersections and distinct hyperplanes.
