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单词
urysohn lemma
释义
Urysohn lemma
Urysohn lemma
[
′u̇r·ē‚zōn ‚lem·ə
]
(mathematics)
If
A
and
B
are disjoint, closed sets in a normal space
X
, there is a real-valued function ƒ such that 0 ≤ ƒ(
x
) ≤ 1 for all
x
∈
X
, and ƒ (
A
) = 0 and ƒ (
B
) = 1.
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更新时间:2026/6/3 15:46:35