On box products of small ordinal spaces. (English) Zbl 0668.54006
The authors outline a proof of the following result: if there is a scale in \(^{\omega}\omega\) then for every ordinal \(\lambda\) the box product \(\square^{\omega}\) \((\lambda +1)\) is paracompact.
Reviewer: K.P.Hart
MSC:
| 54B10 | Product spaces in general topology |
| 54D20 | Noncompact covering properties (paracompact, Lindelöf, etc.) |
| 54A35 | Consistency and independence results in general topology |
