论文标题
限制性升降机的交叉点问题不太可能
Unlikely intersection problems for restricted lifts of p-th power
论文作者
论文摘要
我在$ \ mathbb {c} _p $上定义了一种形态，如果其自然限制了$ \ mathbb {c} _p $是某种形态学的$ p $ - the p $ p $ the，则称为$ p $ th的升力。该定义从Frobenius的提升中概括。在本文中，完美的空间理论应用于Manin-Mumford Conjecutre，Mordell-Lang猜想和Tate-Volch猜想的形态。
I define a morphism on $\mathbb{C}_p$ called a lift of $p$-th power if its natural restriction to the residue field of $\mathbb{C}_p$ is a $p$-th power of some morphism. This definition generalizes from the lift of Frobenius. In this paper the theory of perfectoid spaces is applied on the morphism to the Manin-Mumford conjecutre, the Mordell-Lang conjecture and the Tate-Volch conjecture.
