Piotr Drygier: Compactifications of \(\omega\) with strictly positive measure
01/12/14 01:49
Tuesday, December 2, 2014 17:15
Room: D1-215
Speaker: Piotr Drygier
Title: Compactifications of \(\omega\) with strictly positive measure
Abstract. Under certain axioms related to cardinal invariants we will show the construction of compactification of natural numbers, which reminder is a non-separable space having a strictly positive measure. In addition, we will discuss consequences of given result to complementarity of \(c_0\) in the space of continuous functions.
Room: D1-215
Speaker: Piotr Drygier
Title: Compactifications of \(\omega\) with strictly positive measure
Abstract. Under certain axioms related to cardinal invariants we will show the construction of compactification of natural numbers, which reminder is a non-separable space having a strictly positive measure. In addition, we will discuss consequences of given result to complementarity of \(c_0\) in the space of continuous functions.