On extended Wallman type spaces
Let \(L\) be a lattice of subsets of an arbitrary set \(X\), \(A(L)\) be the algebra of subsets of \(X\) generated by \(L\). The Wallman topology is constructed on the set of all nontrivial, nonnegative, bounded \(L\)- regular measures on \(A(L)\). Conditions are given under which certain lattices of subsets of the above set are support-measure replete.
scientific article; zbMATH DE number 61939