完全测度
- 与 完全测度 相关的网络解释 [注:此内容来源于网络,仅供参考]
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absolutely additive measure
完全加性测度
absolute velocity 绝对速度 | absolutely additive measure 完全加性测度 | absolutely compact set 绝对紧集
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finitely cocomplete category
有限共完全范畴
finitely additive measure 有限加性测度 | finitely cocomplete category 有限共完全范畴 | finitely complete category 有限完全范畴
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complete local ring
完全局部环
complete linear system 完备线性系统 | complete local ring 完全局部环 | complete measure 完全测度
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complete measure space
完备测度空间
complete maximum principle | 完全最大值原理 | complete measure space | 完备测度空间 | complete measure | 完全测度
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complete measure
完全测度
complete measure space | 完备测度空间 | complete measure | 完全测度 | complete medium | 完全培养基
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complete measure
完备测度
完全方阵环 complete matrix ring | 完备测度 complete measure | 完备度量空间 complete metric space
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completely additive family of sets
完全加性集族
completely additive 完全加性的 | completely additive family of sets 完全加性集族 | completely additive measure 完全加性测度
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completely additive measure
完全加性测度
completely additive family of sets 完全加性集族 | completely additive measure 完全加性测度 | completely compact set 完全紧集
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completely compact set
完全紧集
completely additive measure 完全加性测度 | completely compact set 完全紧集 | completely continuous function 完全连续函数
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measure space
测度空间
一个测度空间(measure space)是完全的,如果它的任何零测集(null set)的任何子集都是可测的. 请查看完全测度空间(complete measure). 在统计学中,一个统计量(statistic)被称为完全的,如果它不允许存在0的无偏估计量(estimator).
- 推荐网络解释
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Greco-Latin square:希腊拉丁方格
Granduation of curve 曲线递合 | Greco-Latin square 希腊拉丁方格 | Grand lot 大批
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cunningham:帆前角下拉索
斜拉器:kicking strap | 帆前角下拉索:cunningham | 调整索:outhaul
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overstuffed:塞得过满
软性玩具 soft toy | 塞得过满 overstuffed | 教边 fray