countably infinite set
- countably infinite set的基本解释
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可数无限集(合)
- 更多网络例句与countably infinite set相关的网络例句 [注：此内容来源于网络，仅供参考]
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Through the analysis of the second power Cartesian product of natural number set N——N×N and the thirdpower Cartesian product of natural number set N——N×N×N,obtains the conclusion that they all have the bijective relation to natural number set N,it means that the set N×N and the set N×N×N are all countably infinite.
通过对自然数集合N的二次笛卡尔积运算———N×N和三次笛卡尔积运算———N×N×N的详细分析，得出了它们与自然数集合N之间都存在双射关系结论，即集合N×N和集合N×N×N都是可数无穷的。
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A set with cardinality s\s銆俰s said to be denumerable or countably infinite.
具有基数s%5Cs。的集合，被称为是可列的或可数无穷的。
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A set with cardinality s＼s.is said to be denumerable or countably infinite .
具有基数s＼s。的集合，被称为是可列的或可数无穷的。
- 更多网络解释与countably infinite set相关的网络解释 [注：此内容来源于网络，仅供参考]
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countably complete lattice：可数完全格
countably compact space | 可数紧空间 | countably complete lattice | 可数完全格 | countably infinite set | 可数无限集(合)
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countably infinite set：可数无限集(合)
countably complete lattice | 可数完全格 | countably infinite set | 可数无限集(合) | countably normed space | 可数赋范空间
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countably infinite set：可列无限集(可列集)
"可重组合","combination with repetation" | "可列无限集(可列集)","countably infinite set" | "空图","empty graph"