可测集
- 与 可测集 相关的网络解释 [注:此内容来源于网络,仅供参考]
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borel measurable function
博雷尔可测函数
博雷尔集|Borel set | 博雷尔可测函数|Borel measurable function | 博雷尔子群|Borel subgroup
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borel measurable function
波莱尔可测函数,波雷尔可测函数
Borel function 波雷尔函数 | Borel measurable function 波莱尔可测函数,波雷尔可测函数 | Borel set 波莱尔集
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Borel function; Borel measurable function","Borel
[可测]函数
1133,"bordered matrix","升阶矩阵" | 1134,"Borel function; Borel measurable function","Borel[可测]函数" | 1135,"Borel set; Borel measurable set","Borel[可测]集"
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borel set
博雷尔集
博雷尔分层|Borel hierarchy | 博雷尔集|Borel set | 博雷尔可测函数|Borel measurable function
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Borel set; Borel measurable set","Borel
[可测]集
1134,"Borel function; Borel measurable function","Borel[可测]函数" | 1135,"Borel set; Borel measurable set","Borel[可测]集" | 1136,"bornological space","囿空间"
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l measurable function
勒贝格可测函数
l integral 勒贝格积分 | l measurable function 勒贝格可测函数 | l null set l零集
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measurable mapping
可测映射
measurable function 可测函数 | measurable mapping 可测映射 | measurable set 可测集
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measurable set
可测集
measurable mapping 可测映射 | measurable set 可测集 | measure 测度
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product measurable set
积可测集
积集|product set | 积可测集|product measurable set | 积可测空间|product measurable space
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measurable
可测的
所以,根据测度理论,样本空间中的集合分成两种:可测的(measurable)和不可测的. 我们只对可测集赋予测度或者概率. 特别留意,测度为零的集合也是可测的,叫做零测集. 所谓不可测集,就是那种测度既不是零,也不是非零,就是什么都不能是的集合.
- 推荐网络解释
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Supposed to Be:应该吧
我想我该睡了 i think i should slp | 应该吧 supposed to be | 希望 hope so
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Plain Weave:平布
509 hopsack 方平织物 | 510 plain weave 平布 | 511 panama 巴拿马薄呢
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Al Niyat t Sco:心 宿 三
Al Niyat s Sco 心 宿 一 2.89 | Al Niyat t Sco 心 宿 三 2.82 | Al Rakis n Dra 天 棓 二 5 d