论文标题
$ g = c_ {pqr} $的均值均匀交换性
Equivariant homotopy commutativity for $G=C_{pqr}$
论文作者
论文摘要
我们研究了由$ g = c_ = c_ {p_1 \ cdots p_n} $的循环组的均衡均值交通分类而产生的组合数据。特别是，我们将证明一个结构性结果，该结果使我们能够以$ c_ {pqr} $的价格枚举$ n_ \ infty $ -operads的数量，从而验证计算结果。
We investigate the combinatorial data arising from the classification of equivariant homotopy commutativity for cyclic groups of order $G=C_{p_1 \cdots p_n}$ for $p_i$ distinct primes. In particular, we will prove a structural result which allows us to enumerate the number of $N_\infty$-operads for $C_{pqr}$, verifying a computational result.
