C. Good

collaborators

2 papers

math.GN2007

Monotone versions of $δ$ -normality

Lylah Haynes, Chris Good

We continue the study of properties related to monotone countable paracompactness, investigating various monotone versions of $δ$ -normality. We factorize monotone normality and str…

math.GN2002

On the metrizability of spaces with a sharp base

Chris Good, Robin W. Knight, Abdul M. Mohamad

A base $B$ for a space $X$ is said to be sharp if, whenever $x \in X$ and $(B_{n})_{n \in ω}$ is a sequence of pairwise distinct elements of $B$ each containing $x$ ,…

Monotone versions of δ-normality

On the metrizability of spaces with a sharp base

Monotone versions of $δ$ -normality