1 citations · 2 across the 3 of their papers we have counts for
3 papers
math.GN2008
A first-countable non-remainder of H
Alan Dow, Klaas Pieter Hart
We give a (consistent) example of a first-countable continuum that is not a remainder of the real line.
math.LO2007★ 1 cited
More on Tie-points and homeomorphism in N^*
Alan Dow, Saharon Shelah
A point x is a (bow) tie-point of a space X if X setminus {x} can be partitioned into (relatively) clopen sets each with x in its closure. Tie-points have appeared in the construct…
math.LO2007★ 1 cited
Tie-points and fixed-points in N^*
Alan Dow, Saharon Shelah
A point x is a (bow) tie-point of a space X if X setminus {x} can be partitioned into (relatively) clopen sets each with x in its closure. Tie-points have appeared in the construct…