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实对称矩阵的英文

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"实对称矩阵"怎么读用"实对称矩阵"造句

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  • real symmetric matrix

例句与用法

  • a real symmetric matrix a can be expressed as u.
    一个实对称矩阵A能被表示为U。
  • Orthogonal projection in real matrix space
    实对称矩阵空间的直交投影
  • A parallel solver for the cigenvalue of real symmetric matrix by dividing and conquering
    分而治之方法求解实对称矩阵特征值的并行处理
  • A method of estimating the maximum and minimum eigenvalue of real symmetric matrices is given in this article , and its application is also discussed
    摘要本文给出了实对称矩阵最大与最小特徵值的一种估计方法及其应用。
  • This paper mainly discusses the formulation and the numerical methods of real symmetrical matrix inverse algebraic eigenvalue . this includes normal and generalized inverse eigenvalue problem which includes the additive , multiplicative classical inverse eigenvalue problems as special cases
    本文主要讨论含参变量的实对称矩阵特征值反问题数值解法。包括常义特征值反问题和广义征值反问题,这类问题包括加法和乘法经典代数特征值反问题。
  • This ph . d . thesis - firstly considers the real asymmetric , real symmetric , bisym - metric , and symmetric and skew antisymmetric matrix extension problems constrained by the matrix inverse problem ax = b . and also considers , in the solution set , of the corresponding matrix extension problems , the optimal approximation solution to a given matrix a * . the necessary and sufficient conditions for the existence of and the expressions for the above problems are derived , and the numerical algorithm and examples to solve the problems are also given
    首次提出并讨论了矩阵反问题ax = b约束下实矩阵、实对称矩阵、双对称矩阵和对称次反对称矩阵的扩充问题,讨论了在其解集合中与给定矩阵a ~ *的最佳逼近问题,得到了问题的解存在的条件及通式的表示,给出求解问题的数值算法和数值例子。
  • As for the numericial mthods we present a method using newton iteration and lp ( lift - projection ) iteration to slove inverse real symmetric eigenvalue problems . then wo can choose any starting points , then wo can get good starting value for the purpose of the preconditioning the numerical examples show the method is efficient and available
    对于数值算法,将lp迭代和一般的newton迭代法结合起来求解含参变量的实对称矩阵特征值反问题, lp迭代预处理了newton迭代法的初始值,拓宽了newton迭代法初始值的选取范围,数值例子也说明lp ? newton法具有较高的效率和实用性。
  • Based on the properties of bisymmetric matrices , a class of constrained inverse eigenproblem and associated approximation problem for bisymmetric matrices were essentially decomposed into the same kind of subproblems for real symmetric matrices with smaller dimensions , and the solutions of the two problems were obtained by applying the conclusions of real symmetric matrices
    摘要根据双对称矩阵的性质,将双对称矩阵的一类约束逆特征值问题及其逼近问题分解成具有较小阶数的实对称矩阵的同类子问题,然后利用实对称矩阵的结果导出双对称矩阵的这两个问题的解。
用"实对称矩阵"造句  

百科解释

在线性代数中,实对称矩阵是一个方形矩阵,其元素都为实数,且转置矩阵和自身相等。
详细百科解释
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