A (finitely additive) measure on omega is a natural generalization of an ultrafilter. In my talk I will discuss how to upgrade some classical notions studied for ultrafilters (such as P-points, Q-points, Rudin-Blass ordering) to the measure context.
A (finitely additive) measure on omega is a natural generalization of an ultrafilter. In my talk I will discuss how to upgrade some classical notions studied for ultrafilters (such as P-points, Q-points, Rudin-Blass ordering) to the measure context.