查询词典 finitely generatable vector space
- 与 finitely generatable vector space 相关的网络解释 [注:此内容来源于网络,仅供参考]
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two dimensional quadric:二维二次曲面
two dimensional normal distribution 二元正态分布 | two dimensional quadric 二维二次曲面 | two dimensional vector space 二维向量空间
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two dimensional vector space:二维向量空间
two dimensional quadric 二维二次曲面 | two dimensional vector space 二维向量空间 | two fold transitive group 双重可迁群
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two fold transitive group:双重可迁群
two dimensional vector space 二维向量空间 | two fold transitive group 双重可迁群 | two person game 两人对策
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unitary transform of image matrix:影像矩阵单一变换
单位矩阵,单式矩阵,单一矩阵 unitary matrix | 影像矩阵单一变换 unitary transform of image matrix | 单一向量空间 unitary vector space
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unitary vector space:单一向量空间
影像矩阵单一变换 unitary transform of image matrix | 单一向量空间 unitary vector space | 联合瓦斯实验室内程控自动计算器 united gas laboratory internally programmed automa
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unitary transformation group:酉变换群
unitary transform of image matrix 影像矩阵酉变换 | unitary transformation group 酉变换群 | unitary vector space 酉空间
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linear vector space:线性向量空间
Linear unbiased rule 线性不偏法则 | Linear vector space 线性向量空间 | Linearly uncorrelated 无线型的关联
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complex vector space:复数向量空间
复变数 complex variable | 复数向量空间 complex vector space | 合比定理 componendo
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self-conjugate vector space:自扼向量空间
self-congruent 自相一致的 | self-conjugate vector space 自扼向量空间 | self-consistent family of curves 自相一致的曲线组
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self-conjugate vector space:自共轭向量空间
自配极三角形;自共轭三角形 self-conjugate triangle | 自共轭向量空间 self-conjugate vector space | 自相关 self-correlation
- 相关中文对照歌词
- Space
- Outta Space Love
- Space Cowboy
- Space Age Whiz Kids
- Cosmos (Outer Space)
- Lost In Space
- Space Is The Place
- In A Space
- Space Cadets
- Slime Creatures From Outer Space
- 推荐网络解释
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I hang around:徘徊
I feel it and it blows my fuse 因为它们让我愤怒 | I hang around 徘徊 | for another round 一再徘徊
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blurted:无意泄漏
protect: 求自保 | blurted: 无意泄漏 | sincerely: 真诚
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True Believer:法网终结者
.丹格勒法网终结者(True Believer) 罗杰.拜伦回到阴阳界(Chances Are) 艾力斯.芬奇1990 飞离航道(Air America) 比利.柯芬顿肥皂拼盘(Soapdish) 大卫沙顿柏恩斯1993 天堂过客(Heart and Souls) 汤玛斯.莱利银色、性、男女(Short Cuts) 比利.布希天生杀人狂(Natural Born Killers) 韦恩.盖尔我心属於你(Only You) 彼得.莱特,