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planar cantor set 平面Cantor集
symmetric Cantor set 对称Cantor集
extending Cantor set 推广Cantor集
nonlinear cantor set 非线性cantor集
generalized cantor set 广义cantor集
homogeneous cantor set 齐次cantor集
n-dimension Cantor set 方体Cantor集
general Cantor set 一般康托尔集
fat cantor set 胖Cantor集
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康托尔三分点集[亦称作 cantor ternary set]康托尔集
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康托尔集 - 引用次数：1 参考来源 - 处理器微体系结构模拟加速策略研究
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cantor集
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康托尔集 - 引用次数：2
Cantor set is the classic deputy of disport form theory ,Cantor set has some complete characters ,such as complete、self-similar and etc. So many researchers have a great interests in Cantor set.
康托尔集合是分形理论的典型的代表,由于康托尔集具有完备性,自相似性等比较全面的性质,一直是数学界广大学者广泛探究的兴趣所在。
参考来源 - 信号的康托尔分析及其在音频信号车型识别中的应用
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Cantor set
- abstract: In mathematics, the Cantor set is a set of points lying on a single line segment that has a number of remarkable and deep properties. It was discovered in 1874 by Henry John Stephen SmithHenry J.
以上来源于: WordNet
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