reflection matrix中文是什么意思

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中文翻译
造句

反射矩阵

and reflection 经验与反思，198
no reflection 无反射
reflection n. 1.【物，计】反射；反射波[光，热，音，色]。 2.反映；反影，映像，(映在水等中的)影像；〔比喻〕学人样的人，极像…的人，逼肖的形象[言语、动作、思想]。 3.反省，熟虑，沉思，回顾；〔pl.〕感想，意见；【心理学】(神经等的)反射作用。 4.非难，谴责；丢脸，耻辱 (on, upon)。 5.折转；弹回；【解剖学】翻转(处)，折转(处)。 theory of reflection 反映论。 an angle of reflection 反射角。 He is simply a reflection of his father.他完全是他父亲的复本。 I have a few reflections to offer on what you have said. 我对你的发言提供几点意见。 be lost in reflection 沉思。 cast a reflection on 谴责…，成为…的耻辱。 on [upon] reflection 仔细想，反省；对…不利，使…名誉受影响，使…蒙受耻辱；中伤，影射(On reflection, I doubt whether I was right. 细细想起来我倒怀疑我讲的是否正确了)。 without (due) reflection 不经思考，轻率。 adj. -al
and matrix “与”矩阵
matrix n. (pl. matrices 或matrixes) 1.【解剖学】子宫；母体；发源地，策源地，摇篮；【生物学】衬质细胞；间质；基质；母质。 2. 【矿物】母岩；脉石；【冶金】基体；【地质学；地理学】脉石；填质；杂矿石。 3. 【印刷】字模；型版，纸型；铸型，阴模。 4.【阵】(矩)阵，方阵；母式；【物理学】间架；【无线电】矩阵变换电路。 5.【染】原色〔红黄蓝白黑五种〕。 the matrix of a nail 【解剖学】指甲床。
matrix， the 骇客任务，又名：二十二世纪杀人网络或黑客帝国
s matrix s矩阵; 散射矩阵; 土壤部分
s-matrix s矩阵
t matrix t矩阵; 跃迁矩阵
the matrix 二十世纪杀人网络; 骇客帝国22世纪杀人网络; 骇客帝国2:重装上阵; 骇客帝国3:矩阵革命; 骇客帝国全系列; 骇客任务系列; 黑客帝国.1.杀人网络; 黑客帝国/骇客帝国/22世纪杀人网络; 黑客帝国1; 黑客帝国2重装上阵; 黑客帝国3:最后战役; 黑客帝国三部曲; 黑客帝国系列; 万劫世; 廿二世纪杀人网络
mirror reflection specula reflection 镜面反射
a few reflection 少许波,少许反射波
abnormal reflection 反常反射; 异常反射
absent reflection 消缺反射
acceleration by reflection 反射加速
accelerator by reflection 反射加速器
accidental reflection 偶然反射
ace reflection 空间反演
acoustic reflection 听反射,声反射,听反射
acoustical reflection 声反射
ambient reflection 环境反射
andreev reflection 安德列耶夫反射; 安德列也夫反射
angle of reflection 反射角; 折射角
angle of-reflection 反射角
asymmetric reflection 不对称反射

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例句与用法

The spectral analysis of non-orthogonal functions cannot be obtained by orthogonal integration method . only the spectral analysis of some particular non-orthogonal functions can be realized by integral transformation . thus, the concept of reflection matrix is proposed and the mirror symmetry of spectral analysis for non-orthogonal function is revealed . any element functions whose reflection matrix can be obtained possesses its inverse element function . the spectral vector corresponding to an element function possesses its inverse spectral vector corresponding to the inverse element function . by reflection matrix the mapping relation of element function pair and spectral vector pair can be established . spectral analysis of non-orthogonal functions can be obtained with this symmetry by using the integration method as in the case of orthogonal functions, instead of calculating the inverse matrix as usual . so a convenient and practical method for spectral analysis of non-orthogonal functions is offered
非正交函数不能利用正交积分来实现谱分解.仅有某些特殊的非正交函数可以通过积分变换实现谱分解.本文提出了反射阵的概念,揭示了非正交函数谱分析的镜像对称性.任何能够建立起反射阵的元函数存在着它的逆元函数,并且任何基于该元函数的谱向量同时也存在着基于逆元函数的逆谱向量.元函数对与谱向量对通过反射阵建立映射关系.利用这种对称性,非正交函数可以象正交函数一样使用积分方法获得谱分解结果,而不必使用求解逆阵的方法,从而为非正交函数的谱分解提供了便捷、实用的方法
The spectral analysis of non-orthogonal functions cannot be obtained by orthogonal integration method . only the spectral analysis of some particular non-orthogonal functions can be realized by integral transformation . thus, the concept of reflection matrix is proposed and the mirror symmetry of spectral analysis for non-orthogonal function is revealed . any element functions whose reflection matrix can be obtained possesses its inverse element function . the spectral vector corresponding to an element function possesses its inverse spectral vector corresponding to the inverse element function . by reflection matrix the mapping relation of element function pair and spectral vector pair can be established . spectral analysis of non-orthogonal functions can be obtained with this symmetry by using the integration method as in the case of orthogonal functions, instead of calculating the inverse matrix as usual . so a convenient and practical method for spectral analysis of non-orthogonal functions is offered
非正交函数不能利用正交积分来实现谱分解.仅有某些特殊的非正交函数可以通过积分变换实现谱分解.本文提出了反射阵的概念,揭示了非正交函数谱分析的镜像对称性.任何能够建立起反射阵的元函数存在着它的逆元函数,并且任何基于该元函数的谱向量同时也存在着基于逆元函数的逆谱向量.元函数对与谱向量对通过反射阵建立映射关系.利用这种对称性,非正交函数可以象正交函数一样使用积分方法获得谱分解结果,而不必使用求解逆阵的方法,从而为非正交函数的谱分解提供了便捷、实用的方法
The spectral analysis of non-orthogonal functions cannot be obtained by orthogonal integration method . only the spectral analysis of some particular non-orthogonal functions can be realized by integral transformation . thus, the concept of reflection matrix is proposed and the mirror symmetry of spectral analysis for non-orthogonal function is revealed . any element functions whose reflection matrix can be obtained possesses its inverse element function . the spectral vector corresponding to an element function possesses its inverse spectral vector corresponding to the inverse element function . by reflection matrix the mapping relation of element function pair and spectral vector pair can be established . spectral analysis of non-orthogonal functions can be obtained with this symmetry by using the integration method as in the case of orthogonal functions, instead of calculating the inverse matrix as usual . so a convenient and practical method for spectral analysis of non-orthogonal functions is offered
非正交函数不能利用正交积分来实现谱分解.仅有某些特殊的非正交函数可以通过积分变换实现谱分解.本文提出了反射阵的概念,揭示了非正交函数谱分析的镜像对称性.任何能够建立起反射阵的元函数存在着它的逆元函数,并且任何基于该元函数的谱向量同时也存在着基于逆元函数的逆谱向量.元函数对与谱向量对通过反射阵建立映射关系.利用这种对称性,非正交函数可以象正交函数一样使用积分方法获得谱分解结果,而不必使用求解逆阵的方法,从而为非正交函数的谱分解提供了便捷、实用的方法

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Last modified time:Sun, 10 Aug 2025 00:29:56 GMT