论文标题
高度对称空间的循环空间分解，并应用于多面体产品
Loop space decompositions of highly symmetric spaces with applications to polyhedral products
论文作者
论文摘要
我们概括了楔形总和的折叠图，并使用它来给具有高度对称性的拓扑空间的循环空间分解。这适用于多面体产品，以使循环空间分解与图形家族相关的多面体产品。
We generalise the fold map for the wedge sum and use this to give a loop space decomposition of topological spaces with a high degree of symmetry. This is applied to polyhedral products to give a loop space decomposition of polyhedral products associated to families of graphs.
