Tychonoff product on \(\sigma\)-paracompact spaces
Product theorems on \(\sigma\)-paracompact spaces are obtained. The main result is that if \(X\) is a \(\sigma\)-paracompact \(P\)-space and \(Y\) is a \(\sigma\)-paracompact strong \(\Sigma\)-space, then \(X\times Y\) is a \(\sigma\)-paracompact space.
scientific article; zbMATH DE number 1640475