Absolute F-valued retracts and spaces of functions in the topology of pointwise convergence
The author considers the functors \(F:SP^ n\), \(\exp_ n\) and \(P_ n\). Some properties of the F-valued absolute retracts are proved and some connections between them and the strongly Dugundji spaces are found. For any open subsets \(U,V\subset R^ n\) the spaces \(C_ p(U)\) and \(C_ p(V)\) are proved to be linearly homeomorphic.
scientific article; zbMATH DE number 4009308
scientific article