| 单词 |
one-point compactification |
| 释义 |
one-point compactification one-point compactification[′wən ‚pȯint kəm‚pak·tə·fə′kā·shən] (mathematics) The one-point compactification X̄ of a topological space X is the union of X with a set consisting of a single element, with the topology of X̄ consisting of the open subsets of X and all subsets of X̄ whose complements in X̄ are closed compact subsets in X. Also known as Alexandroff compactification. |
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