Loop space decompositions of highly symmetric spaces with applications to polyhedral products
arXiv:2208.10374 · doi:10.1007/s40879-023-00701-5
Abstract
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.
29 pages, Accepted version of manuscript in European Journal of Mathematics