矩陣的行列式 的英文怎麼說

中文拼音 [jǔzhèndehánglièshì]
矩陣的行列式 英文
determinant of a matrix
  • 矩 : 名詞1. （畫直角或正方形、矩形用的曲尺） carpenter's square; square2. （法度; 規則） rules; regulations 3. [物理學] moment
  • 陣 : Ⅰ名詞1 （作戰隊伍的行列或組合方式） battle array [formation]: 布陣 deploy the troops in battle fo...
  • 的 : 4次方是 The fourth power of 2 is direction
  • 行 : 行Ⅰ名詞1 （行列） line; row 2 （排行） seniority among brothers and sisters:你行幾? 我行三。where...
  • 列 : Ⅰ動1 （排列） arrange; form a line; line up 2 （安排到某類事物之中） list; enter in a list Ⅱ名詞1...
  • 式 : 名詞1 （樣式） type; style 2 （格式） pattern; form 3 （儀式; 典禮） ceremony; ritual 4 （自然科...
  • 矩陣 : [數學] matrix; array
  • 行列 : ranks
  1. It is important to distinguish matrices from determinants.

    將矩陣與行列式相區分是重要的。
  2. Note of divisibility of determinants of quadratic matrices on gcd - closed sets

    關于最大公因數閉集上平方矩陣的行列式整除性的注記
  3. 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，並研究了廣義正交矩陣在行列式、特徵根、伴隨矩陣等問題中的四個性質。
  4. First, some inequalities of gram determinant and further, some estimates for correlation coefficient of a system of random vectors and its subsystems are obtained

    本文首先給出了矩陣行列式的幾個不等式，進一步，給出了多組隨機變量及其子系統的相關度量的幾個估計
  5. Two indexes was calculated to estimate the best bands union for color combination, one is optimum index factor ( oif, the sum of standard deviation divided by the sum of correlation coefficient. ), the other is the determinant of the co - variance matrix. it can be seen from the result that for color combination the original optimal bands were tm 4, 3, 7 and tm 4, 3, 5, the best mixed images were mnf1, br and ndvi

    以協方差矩陣行列式值和最佳指數值（組合波段標準差之和除以相關系數之和）為評價標準，得出對于tm原始波段而言，最佳的彩色合成組合是tm4 、 3 、 7和tm4 、 3 、 5 ；綜合幾種變換圖像的彩色合成的最佳組合是mnf1 、 br 、 ndvi 。
  6. The concept of row ( column ) transposed matrix and row ( column ) symmetric matrix is given, their basic property is studied, and the formula for full rank factorization and orthogonal diagonal factorization of row ( column ) symmetric matrix are presented, which can reduce dramatically the amount of calculation and save the cpu time and memory without loss of any numerical precision

    摘要提出了行（列）轉置矩陣與行（列）對稱矩陣的概念，研究了其性質，給出了行（列）對稱矩陣的滿秩分解和正交時角分解公式，極大地減少了行（列）對稱矩陣的滿秩分解和正交對角分解的計算量與存儲量，且沒有降低數值精度。
  7. Returns the inverse of the specified matrix using the specified determinant

    使用指定的行列式返回指定矩陣的逆矩陣。
  8. Using the theories of probability, algebra and number theory comprehensively, we investigate a class of boolean functions with three - valued walsh spectrum in the first part of this dissertation : the properties of the extended semi - bent functions, which are constructed from any two bent functions, are studied, followed by the structure characteristics of the boolean functions satisfying propagation criterion with respect to all but two vectors ; the definition and cryptographic properties of k - order quasi - bent functions are proposed whose walsh spectrum takes on only three values. some sufficient and necessary conditions are offered to decide whether a boolean function is a k - order quasi - bent function ; a special method is presented to construct the k - order quasi - bent functions, whose cryptographic properties are explored by the matrix method, which is different from the method of walsh spectrum and that of autocorrelation of boolean functions ; the application of this kind of boolean functions in the fields of stream cipher, communications and block ciphers is discussed, which shows the great importance of the fc - order quasi - bent functions ; some methodology are proposed to construct the k - order quasi - bent functions, including the complete construction by using the characteristic matrices of boolean functions, and the recursive method by two known k - order quasi - bent functions we further extend our investigation to the ring zp, where p is a prime, and the similar results are presented as far as the p - valued quasi - generalized - bent functions are considered

    本文首先綜合運用概率論、代數學、數論等基礎學科的理論知識，並以頻譜理論作為主要研究工具，對一類譜值分佈相對均勻的函數? ?廣半bent函數、 k階擬bent函數和p值k階擬廣義bent函數進行了系統、深入的研究，給出了廣半bent函數定義，並探討了廣半bent函數的密碼學性質；給出了k階擬bent函數和p值k階擬廣義bent函數的定義及等價判別條件；討論了k階擬bent函數和p值k階擬廣義bent函數與部分bent函數和p值廣義部分bent函數的關系，探討了它們的密碼學性質；給出了k階擬bent函數和p值k階擬廣義bent函數的典型構造方法，並將對k階擬bent函數的密碼性質的研究轉化到對一類特殊的矩陣的研究上；利用布爾函數的特徵矩陣原則上給出了k階擬bent函數的一種完全構造方法，還給出了從已有的p值k階擬廣義bent函數出發，遞歸構造變元個數更多的p值k階擬廣義bent函數的方法；初步探討了k階擬bent函數在序列密碼、分組密碼以及通信中的應用；給出了一類布爾函數walsh譜的分解式，並利用這類布爾函數的walsh譜分解式給出了一類近似穩定的布爾函數的構造，特殊情形下為k階擬bent函數；利用代數數論的知識考察了p值k階擬廣義bent函數的譜特徵，並給出了k階擬廣義bent函數與所有仿射函數的符合率特徵等等。
  9. Note on determinant inequalities of metapositive definite matrix

    關于次正定矩陣行列式不等式的注記
  10. Applications of generalized determinants for matrix inversion

    廣義行列式在矩陣求逆中的應用
  11. This course offers a rigorous treatment of linear algebra, including vector spaces, systems of linear equations, bases, linear independence, matrices, determinants, eigenvalues, inner products, quadratic forms, and canonical forms of matrices

    此課程提供了對線性代數嚴謹的處理，包括向量空間、線性方程組、基底、線性獨立、矩陣、行列式、特徵值、內積、二次式、和矩陣的標準型式。
  12. The determinant of a matrix m ( whose magnitude is the area or volume of the parallel sided region determined by its columns or rows )

    矩陣m的行列式值（其大小為由矩陣的行或是列所決定出的平行區域的面積或體積） 。
  13. When the joints " distribution of the fixed platform and the moving platform are equal, judge the location is or not singularity. regard the determinant values of the jacobian matrix in flexible workspace as estimate guideline, which reduces extremely calculation that has been implemented in the singularity analyses of the 5 - dof parallel mechanism

    本文在靈活工作空間內以雅克比矩陣的行列式值作為評價指標，驗證當定平臺和動平臺都是均布時機構是否處于奇異位形，並在整個工作空間中搜索大大減少對並聯機床奇異位形分析的工作量。
  14. A estimate for determinants of - diagonally dominant matrices

    對角占優矩陣的行列式估計
  15. Gets the determinant of the matrix

    獲取矩陣的行列式。
  16. The determinant of the matrix

    矩陣的行列式。
  17. Determinants of cauchy

    矩陣的行列式
  18. We extend the determinant inequality of generalized real positive definite matrices that is advanced by paper [ 3 ]. moreover we give its convex inequality

    摘要推廣了文獻[ 3 ]中的廣義實正定矩陣的行列式不等式，同時給出了廣義實正定矩陣的凸性不等式。
  19. In this article, the auther evaluated the mimimal path sets between two nodes with the conection matrix determinant, not the tranditional matrix square function, which greatly reduced the algorithm complexity

    本文用聯絡矩陣的行列式運算代替傳統的矩陣乘方運算來求網路兩點之間正常的狀態集合，進而求出網路系統的可靠度，極大的減少了運算的復雜性。
  20. If a symmetrical matrix is positive definite, the determinants of all its minors are also positive.

    如果對稱矩陣是為正定者，它的所有子式的行列式也都是正的。
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