论文标题
关于正面特征的局部稳定性基础变化
On Base Change of Local Stability in Positive Characteristics
论文作者
论文摘要
我们证明，如果log Pair $（\ Mathcal {x'}，\ Mathcal {x'}，\ Mathcal {x}'_ {b'} $ in the Pulst bass Chand the Pulst chrand fulst oft the Pulst oft the Pulst chrand，nog in oft the bass $ in bass $ in the b'in oft the b'in oft the Perfort bass $ b'规范。
We prove that a pointed one dimensional family of varieties $\mathcal{X}\to {b\in B}$ in positive characteristics is locally stable iff the log pair $(\mathcal{X'}, \mathcal{X}'_{b'})$ arising from its base change to the perfectoid base $b'\in B_{perf}$ is log canonical.
