查询词典 separable polynomial
- 与 separable polynomial 相关的网络解释 [注:此内容来源于网络,仅供参考]
-
rpchof Remainder Polynomial Coefficients, Highest Order First:余数多项式系数,高项在先
NVOD Near Video On Demand 准视频点播 | QPSK Quaternary Phase Shift Keying 四相相移键控 | rpchof Remainder polynomial coefficients, highest order first 余数多项式系数,高项在先
-
rpchof Remainder Polynomial Coefficients, Highest Order First:余数多项式系数,最高阶在先
bslbf bit string, left bit first 比特串,左位... | rpchof remainder polynomial coefficients,highest order first余数多项式系数,最高阶在先 | uimsbf unsigned integer, most significant bit first 无符号整数,...
-
Hilbert-Matrix Hilbert matrix:希耳伯特矩阵
Hilbert-Kurve Hilbert curve 希耳伯特曲线 | Hilbert-Matrix Hilbert matrix 希耳伯特矩阵 | Hilbert-Polynom Hilbert polynomial 希耳伯特多项式
-
Hilbert-Raum Hilbert space:希耳伯特空间
Hilbert-Polynom Hilbert polynomial 希耳伯特多项式 | Hilbert-Raum Hilbert space 希耳伯特空间 | Hilbert-Schmidt-Norm Hilbert-Schmidt norm 希耳伯特-施密特范数
-
homogeneous operator:齐次算子
homogeneous markov process 齐次马尔可夫过程 | homogeneous operator 齐次算子 | homogeneous polynomial 齐次多项式
-
homogeneous operator:齐次算子无忧雅思网
homogeneous markov chain 齐次马尔可夫链 | homogeneous operator 齐次算子无忧雅思网4m)u9W 'BSO.| | homogeneous polynomial 齐次多项式无忧雅思网e']$y/?"|5q S
-
homogeneous polynomial:齐次多项式
均相聚合 homogeneous polymerization | 齐次多项式 homogeneous polynomial | 均质孔隙介质 homogeneous porous medium
-
homogeneous polynomial:齐次多项式无忧雅思网
homogeneous operator 齐次算子无忧雅思网4m)u9W 'BSO.| | homogeneous polynomial 齐次多项式无忧雅思网e']$y/?"|5q S | homogeneous space 商空间
-
quadratic homogeneous polynomial:二次齐次多项式
quadratic functional 二次泛函 | quadratic homogeneous polynomial 二次齐次多项式 | quadratic index profile 二次平方折射率分布
-
homogeneous space:商空间
homogeneous polynomial 齐次多项式 | homogeneous space 商空间 | homogeneous system of differential equations 齐次微分方程组
- 推荐网络解释
-
fibrosarcoma:纤维肉瘤
1.纤维肉瘤 纤维肉瘤(fibrosarcoma)起源于成纤维细胞,是纤维组织的恶性肿瘤,多见于5岁以下,有些患儿出生时即发现,也称"先天性及婴儿纤维肉瘤",男孩略多于女孩.
-
Oriya:探源;起源;发源
origination, data 原始起点 | Oriya 探源;起源;发源 | ormal contact 资料源生;资料起源
-
hierarchical file system:分级档案系统
"hexadecimal system","十六进制数系" | "hierarchical file system","分级档案系统" | "hierarchical model","分级模型,分层模型"