Re: Flavors
Bill
On 2013 Nov 30, at 02:58, G. William (Bill) Walster wrote:
> On 11/29/13 1:18 AM, Vincent Lefevre wrote:
>> ... note that one- and two-point
>> compactifications are incompatible with each other.
> This last statement is provably false.
Would you define what is meant by a combination of these two compactifications? And give a construction of a space that has this property?
Is it, for starters, a compact topological space in which the real line is embedded as a dense subspace?
Is it Hausdorff?
John