Damian Sobota

Symmetric compactifications of the integers and separable quotients of spaces $C_p(X)$

A compactification of the discrete space $\omega$ of all integers is called symmetric if it is the quotient space obtained by gluing together the remainders of two copies of some other compactification of $\omega$. This is a generalization of both a convergent sequence, which is in a way the minimal symmetric compactif...