Resumen de Some results on Wallman rings
Given a Wallman ring A of bounded functions on a Tychonoff space X, we consider the Wallman-Frink compactification omega (X, Z(A)) of X. By embedding X into a product of compact intervals (homeomorphic to [0, 1]A), another Hausdorff compactification o(X,A) of X is obtained. In this paper we study order relationships (in the usual sense among compactifications of X) between the above compactifications.
