论文标题
Sela的可访问性和Poincaré二元性Pro-P $ P $ P $组的Pro-P $版本
A pro-$p$ version of Sela's accessibility and Poincaré duality pro-$p$ groups
论文作者
论文摘要
我们证明了Sela定理的Pro-P $版本，表明有限生成的组是$ k $ - 酰基上的访问。然后使用此结果来证明$ \ mathrm {pd}^n $ pro- $ p $ groups录取唯一的$ k $ -asylindrical jsj decoment。
We prove a pro-$p$ version of Sela's theorem stating that a finitely generated group is $k$-acylindrically accessible. This result is then used to prove that $\mathrm{PD}^n$ pro-$p$ groups admit a unique $k$-acylindrical JSJ-decomposition.
