完全连续函数
- 与 完全连续函数 相关的网络解释 [注：此内容来源于网络，仅供参考]
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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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completely continuous function
完全连续函数
completely compact set 完全紧集 | completely continuous function 完全连续函数 | completely continuous linear operator 完全连续线性算子
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completely continuous linear operator
完全连续线性算子
completely continuous function 完全连续函数 | completely continuous linear operator 完全连续线性算子 | completely continuous mapping 全连续映射
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completely continuous linear transformation (operator)
完全连续线性变换(算子)
完全加性的 completely additive | 完全连续线性变换(算子) completely continuous linear transformation (operator) | 完全凸函数 completely convex function
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totally discontinuous function
完全不连续函数
totally disconnected spaces 完全不连通空间 | totally discontinuous function 完全不连续函数 | totally enclosed cabin 全闭式舱
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left coperfect topological ring
左共完全拓扑环
left continuous function | 左连续函数 | left coperfect topological ring | 左共完全拓扑环 | left corner bottom-up | 左角自底向上
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totally disconnected
完全不连通的{位相};全不相连{代}
完全可微分的 totally differentiable | 完全不连通的{位相};全不相连{代} totally disconnected | 完全不连续函数 totally discontinuous function
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totally disconnected
完全不连通
12280,"totally differentiable","完全可微分的" | 12281,"totally disconnected","完全不连通" | 12282,"totally discontinuous function","完全不连续函数"
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totally disconnected spaces
完全不连通空间
totally disconnected set 完全不连通集 | totally disconnected spaces 完全不连通空间 | totally discontinuous function 完全不连续函数
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pointwise
逐点
dcpos 有时分类为 sup-完全偏序集合,或混淆为"cpo". 带有最小元素的 dcpo 有时叫做尖角(pointed) dcpo 或尖角 cpo. 在两个 dcpos P 和 Q 之间的所有连续函数的集合被指示为 . 配备了逐点(pointwise)次序,这是 dcpo,并是 cpo 只要 Q 是 cpo.
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