论文标题
几乎2类Nilpotent组中的方程式
Equations in virtually class 2 nilpotent groups
论文作者
论文摘要
我们给出了一种算法，该算法决定了一个几乎是$ 2 $ nilpotent组的组中的单个方程式，该组几乎是循环换向器子组（例如Heisenberg group）承认的解决方案。这将杜钦，梁和夏皮罗的工作概括为有限的扩展。
We give an algorithm that decides whether a single equation in a group that is virtually a class $2$ nilpotent group with a virtually cyclic commutator subgroup, such as the Heisenberg group, admits a solution. This generalises the work of Duchin, Liang and Shapiro to finite extensions.
