论文标题
非传递图的几何形状
Geometry of non-transitive graphs
论文作者
论文摘要
在本说明中，我们研究了非传递图，并在满足粗略的传递性时证明了许多结果。同样，对于每个有限生成的组$ g $，我们生产连续量的许多成对的非Quasi iSmotem imoper图，它们具有相同的增长率，目的数量和渐近维度与$ g $。
In this note, we study non-transitive graphs and prove a number of results when they satisfy a coarse version of transitivity. Also, for each finitely generated group $G$, we produce continuum many pairwise non-quasi-isometric regular graphs that have the same growth rate, number of ends, and asymptotic dimension as $G$.
