中英
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orthogonal matrix中文是什么意思
- 中文翻譯
- 造句
- 正交矩陣
- 正交陣
- orthogonal adj. 1.直角的，互相垂直的；正交的；直交的。 2. ...
- matrix n. (pl. matrices 或matrixes) ...
- complex orthogonal matrix 復正交矩陣
- improper orthogonal matrix 非正常正交矩陣; 非正常正交陣
- proper orthogonal matrix 特正交矩陣; 正常正交陣
- orthogonal adj. 1.直角的，互相垂直的；正交的；直交的。 2.(統(tǒng)計數(shù)字)互不相關的。 an orthogonal section 正(交)剖面。
- and matrix “與”矩陣
- matrix n. (pl. matrices 或matrixes) 1.【解剖學】子宮；母體；發(fā)源地，策源地，搖籃；【生物學】襯質細胞；間質；基質；母質。 2. 【礦物】母巖；脈石；【冶金】基體；【地質學；地理學】脈石；填質；雜礦石。 3. 【印刷】字模；型版，紙型；鑄型，陰模。 4.【陣】(矩)陣，方陣；母式；【物理學】間架；【無線電】矩陣變換電路。 5.【染】原色〔紅黃藍白黑五種〕。 the matrix of a nail 【解剖學】指甲床。
- matrix， the 駭客任務，又名：二十二世紀殺人網(wǎng)絡或黑客帝國
- s matrix s矩陣; 散射矩陣; 土壤部分
- s-matrix s矩陣
- t matrix t矩陣; 躍遷矩陣
- the matrix 二十世紀殺人網(wǎng)絡; 駭客帝國22世紀殺人網(wǎng)絡; 駭客帝國2:重裝上陣; 駭客帝國3:矩陣革命; 駭客帝國全系列; 駭客任務系列; 黑客帝國.1.殺人網(wǎng)絡; 黑客帝國/駭客帝國/22世紀殺人網(wǎng)絡; 黑客帝國1; 黑客帝國2重裝上陣; 黑客帝國3:最后戰(zhàn)役; 黑客帝國三部曲; 黑客帝國系列; 萬劫世; 廿二世紀殺人網(wǎng)絡
- adjacent orthogonal 相鄰的正交線
- completely orthogonal 完全正交的
- complex orthogonal 復數(shù)正交
- orthogonal aeolotropy 正交各向異性
- orthogonal antenna 正交天線
- orthogonal antennas 正交天線
- orthogonal array 正交矩陣; 正交排列陣; 正交配列; 正交設計表; 正交陣列
- orthogonal axes 正交軸
- orthogonal axis 正交座標軸
- orthogonal axonometry 正軸測射影法
- orthogonal basis 正交基地
- orthogonal biplane 平齊雙翼飛機; 正常雙翼機
- On the characteristic polynomial and characteristic root of the orthogonal matrix
正交矩陣的特征多項式及特征根 - The construction of a class of compactly supported orthogonal matrix - valued wavelets
一類緊支撐矩陣值正交小波的構造 - Complex orthogonal matrix
復正交矩陣 - An orthogonal matrix is an invertible matrix for which the inverse is equal to the transpose
正交矩陣是可逆矩陣，其逆矩陣等于其轉置矩陣。 - The least - square solutions of the inverse problem of symmetric orthogonal matrices is discussed , and expression of the solution is obtained
摘要討論了對稱正交對稱矩陣反問題的最小二乘解，得出了解的表達式。 - In the second chapter , we deal with two types of the problem : real and complex , and analyzes the backward perturbation of eigenpair of orthogonal matrix
第二章分“實的”和“復的”兩種情形，分別對正交矩陣的特征對的向后擾動問題作了研究。 - The concept of orthogonal matrix and four properties of generalized orthogonal matrix in determinant , characteristic solution and adioint matrix were discussed
摘要推廣了正交矩陣，并研究了廣義正交矩陣在行列式、特征根、伴隨矩陣等問題中的四個性質。 - Most current algorithms only work well in special conditions , because of the abnormity of signals in the real world . now , the research in the ica arises much passion and the ica has brought about many applications . the primary results the writer has got are as the following : after a whiting process , it is a key to find an orthogonal matrix to throw away the high - order redundant information between components
由于現(xiàn)實生活中信號十分不規(guī)則,目前提出的算法大多只能針對某類信號分離,鑒于目前在ica方面極大的研究熱情和強大的背景支持,作者對ica離線算法做了一定研究,主要內容和工作包括如下: ica問題經(jīng)過白化處理后,尋找去除高階相關的正交矩陣成為問題關鍵,而正交矩陣具有特殊的空間結構,組成它的每個列向量可視作rn中單位超球表面上一點,當這些點彼此垂直時,整體就組成一個正交矩陣。 - The balanced multiwavelet was studied . for low - pass matrix filter p ( ) , the orthogonal matrix r was selected to ensure the constant signal as a characteristic signal of balanced low - pass matrix filter rtp ( ) r , the corresponding balanced high - pass matrix filter is q ( ) r or rtq ( ) ) r which maintain the orthogonality and symmetry or orthogonality only respectively . as an application , the optfr - multiwavelet constructed by jiang was balanced and applied to image denoising and fusion
研究了多小波的平衡處理，對低通濾波器p ( )一般選擇平衡器為正交矩陣r ，使得常數(shù)信號成為平衡后的低通濾波器r ~ tp ( ) r的特征信號，若要保持矩陣濾波器的正交性和對稱性，可選擇平衡后的高通濾波器為q ( ) r ；若只保持多小波的正交性，可選擇高通濾波器為r ~ tq ( ) r 。 - To solve the problem , a kind of multi - ontology analysis framework consisted of orthogonal matrix made up of multi - dimensional ontology model and temporal model is re - searched ; and then multi - dimension knowledge warehouse based on xml topic maps is constructed , which is developed to implement the accurate and efficient storing and retrieving for knowledge of semantic level
針對這個問題，研究了通過多維本體模型和時域模型的正交矩陣構建的多本體分析框架，并以此為基礎，構建了基于xml主題地圖技術的多維知識倉庫，實現(xiàn)了高效準確的語義級知識的存儲和檢索。
- 更多例句： 1 2
In linear algebra, an orthogonal matrix is a square matrix with real entries whose columns and rows are orthogonal unit vectors (i.e.
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