Authors: Liubomir Chiriac
Abstract
Let G be an infinite I
nP-n-groupoid. We construct a disjoint family {B
μ:μ∈M} of non-empty subsets of G such that the sets {B
μ} are dense in all Choban's totally bounded topologies on G, |M| = |G|,
![](/files/basm/y2008-n2/y2008-n2-f2.png)
and
![](/files/basm/y2008-n2/y2008-n2-f3.png)
for all μ∈M and every finite subsets K of G. In particular, we continue the line of research from [6, 9].
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