论文标题
跨越阿基米德晶格上森林的指数增长常数：上限的值和比较
Exponential Growth Constants for Spanning Forests on Archimedean Lattices: Values and Comparisons of Upper Bounds
论文作者
论文摘要
我们将上限在指数增长常数$ ϕ（λ）上进行比较，以表征Archimedean Lattices $λ$的跨性别森林的渐近行为，并具有最近派生的上限。我们在$ ϕ（λ）$上的上限非常接近我们计算出的$ ϕ（λ）$的相应值，这些晶格的上限比新的上限要好得多。
We compare our upper bounds on the exponential growth constant $ϕ(Λ)$ characterizing the asymptotic behavior of spanning forests on Archimedean lattices $Λ$ with recently derived upper bounds. Our upper bounds on $ϕ(Λ)$, which are very close to the respective values of $ϕ(Λ)$ that we have calculated, are shown to be significantly better for these lattices than the new upper bounds.
