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- On Inequalities of Matrix Rank 谈矩阵秩的不等式
- The condition of matrix rank is deduced to determine the existence for the solution of polynomial Diophantus equations. 摘要给出了多项式丢番图方程解存在性判定的矩阵秩的条件；
- By using conclusions of matrix rank,a necessary and sufficient condition of diagonalization for square matrix is given. 本文利用矩阵秩的相关结论, 给出并证明了方阵可对角化的一个充要条件。
- This paper discusses the necessary and sufficient conditions for the Sylvester and Frobenius inequality of rank of matrix to be equality,and describes the rank characteristics of a class of matrix. 讨论矩阵秩的Sylvester与Frobenius不等式取等号的充分必要条件,刻画了一类矩阵的秩特征。
- A Extension for the Inequalities of Matrix Trace 一类矩阵迹不等式的推广
- The Inequalities of Matrix Trace 关于矩阵迹的一个不等式
- A primal-dual neural network based on inequalities of linear variation (LVI) is presented for online repetitive motion planning of PUMA560 robot arm, which resolves the problem of joint drift. 摘要用一种基于线性变分不等式的原对偶神经网络来解决PUMA560机器手臂在运动过程中出现的关节角偏差问题，使机器手臂的关节能够实现重复运动。
- As applications of majorizing inequality of convex function of several variables, some majorizing inequalities of eigenvalue and singular value of matrix are obtained. 作为多元凸函数的控制不等式在矩阵方面的初步应用,获得了矩阵特征值和奇异值的简洁的控制不等式。
- Proof of a class of matrix rank identities 一类矩阵秩恒等式的证明
- Two Conclusions of Matrix Rank and Its Application 矩阵秩的两个结论及应用
- Advance on Study of Matrix Attachment Region. 核基质结合区的研究进展。
- On the Proof of a Class of Matrix Rank Identities 一类矩阵秩恒等的证明
- A method of false object filtering using feature of matrix rank 一种基于矩阵秩特征的伪目标滤除方法
- A Note about "On Inequalities for Eigenvalues of Matrices" 关于"矩阵特征值的不等式"一文的注记
- About A Few Declines Arbitrary Formuls Of Matrix Rank As Equivalence 关于矩阵秩的几个降阶公式的等价性
- The Quality for Rand and Index of Matrix Power. 矩阵乘幂的秩及其指标的性质。
- On inequalities of eigenvalues of self-conjugate positive semi-definite quaternion matrices 关于自共轭半正定四元数矩阵特征值的不等式
- Inner Product and Inequalities of Singular Values of Matrices 矩阵内积与奇异值不等式
- I laid before him the inequality of the match. 我对他说出这种婚姻是多么不平等。
- Similarly, the order of matrix multiplication is important. 同样,矩阵相乘的顺序也是重要的。
