查询词典 linear
- 与 linear 相关的网络解释 [注:此内容来源于网络,仅供参考]
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homogeneous integral equation:齐次积分方程无忧雅思网
homogeneous ideal 齐次理想无忧雅思网y9~p~... | homogeneous integral equation 齐次积分方程无忧雅思网\\ pr|F}F | homogeneous linear boundary value problem 齐次线性边值问题无忧雅思网Vz6m g.^ }#j...
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homogeneous linear differential equation:齐次线性微分方程
齐次线性微分方程 homogeneous linear differential equation | 齐次马尔科夫链 homogeneous Markov chain | 均匀混合物 homogeneous mixture
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homogeneous lineare transformation:齐次线性变换
homogeneous linear transformation 齐次线性变换 | homogeneous lineare transformation 齐次线性变换 | homogeneous markov chain 齐次马尔可夫链
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homogeneous lineare transformation:齐次线性变换无忧雅思网
homogeneous linear transformation 齐次线性变换无忧雅思网(V5K9rF(Q@ | homogeneous lineare transformation 齐次线性变换无忧雅思网9K7u;??!BR | homogeneous markov chain 齐次马尔可夫链
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homogeneous markov chain:齐次马尔科夫链
齐次线性微分方程 homogeneous linear differential equation | 齐次马尔科夫链 homogeneous Markov chain | 均匀混合物 homogeneous mixture
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homogeneous parts of a polynomial:多项式的齐次部分
齐次线性方程 homogeneous linear equation | 多项式的齐次部分 homogeneous parts of a polynomial | 齐次多项式 homogeneous polynomial
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homogeneous system of differential equations:齐次微分方程组
homogeneous space 商空间 | homogeneous system of differential equations 齐次微分方程组 | homogeneous system of linear equations 齐次线性方程组
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homogeneous system of linear equations:齐次线性方程组
homogeneous system of differential equations 齐次微分方程组 | homogeneous system of linear equations 齐次线性方程组 | homogeneous variational problem 齐次变分问题
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homogeneous variational problem:齐次变分问题
homogeneous system of linear equations 齐次线性方程组 | homogeneous variational problem 齐次变分问题 | homographic function 单应函数
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homogeneous light:同质光
"同质资讯集","homogeneous information set,HIS" | "同质光","homogeneous light" | "齐次线性方程式","homogeneous linear equations"
- 相关中文对照歌词
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- 推荐网络解释
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Camphorwood:香樟
camphor oil 樟脑油 | camphorwood 香樟 | camp process 水泥保护木柱法
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platinum resistance thermometer sensor:铂热电阻
plateau,平台;坪 | platinum resistance thermometer sensor,铂热电阻 | playback apparatus,回放仪
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Scottish Enlightenment:苏格兰启蒙运动
亚当.斯密(1723-1790)是古典经济学派的领袖人物,他是苏格兰启蒙运动(Scottish Enlightenment)的重要人物,也是经济学的少数几个奠基人之一. 在>这本简明扼要的书中,他把历史学家和同时代的其他作者关于解释经济如何运行和如何发展的资料和观点进行了整合.