论文标题
局部上限的Poset值图和层状空间
Locally upper bounded poset-valued maps and stratifiable spaces
论文作者
论文摘要
在本文中，我们通过局部上限的半连续poset值地图的扩展来表征可层分（或半分离的）空间（或单调的偏见（或单调可计算的元元）空间。这些扩展了实现本地界限功能的早期结果。
In this paper, we characterize stratifiable (or semi-stratifiable) spaces, and monotonically countably paracompact (or monotonically countably metacompact) spaces by expansions of locally upper bounded semi-continuous poset-valued maps. These extend earlier results for real-valued Locally bounded functions.
