Frobenius product 来自 mathworks.cn 喜欢 0 阅读量: 109 作者: Z Csáti 摘要: Calculates the Frobenius inner product of two matrices A and B. In mathematics, it is indicated as A:B. So I made a class that overloads the colon operator to be able to make this....
Lindqvist BH (2002) On comparison of the Perron- Frobenius eigenvalues of two ML-matrices. Linear Algebra and Its Applications 353:257-266.Lindqvist, B. H.: On comparison of the Perron-Frobenius eigenvalues of two ML-matrices. Linear Algebra and Its Applications 353, 257-266 (2002)...
Lemma 2.1 shows that the solution (2.5), used in the PIM, makes the closed-loop system (2.4) approximate the nominal one (2.2) in the sense that the Frobenius norm of the difference of the A matrices is minimized. The underlining idea in the PIM is that if the norm J is minimized,...
您可以将矩阵Map为向量，并计算所述向量之间的内积（如果您处理复值矩阵，它也可以工作）。
We discuss how to compute the Brauer group of the product of two elliptic curves over a finite field. Specifically, we apply the Artin鈥揟ate formula for a... A Katayama,M Yasuda - 《Japan Journal of Industrial & Applied Mathematics》 被引量: 0发表: 2024年 Orthogonal matrices obtained fro...
By using generalized Frobenius norm and weak loop product of the quaternion matrices, a real-valued function for the quaternion matrices are established and its minimal value is simply expressed. 利用四元数矩阵的广义Frobenius范数和弱圈积,建立一个关于四元数矩阵的实函数并简洁表征其极小值。 3. By...
proposed a novel measure of the degree of symmetry by virtue of group theoretical approach and showed that this quantity can effectively detect the phenomena of accidental degeneracy and spontaneous symmetry breaking46. In this work, we formulate two Frobenius-norm-based measures by fur- ther ...
On the generalized reflexive and anti-reflexive solutions to a system of matrix equations Let P and Q be two generalized reflection matrices, i.e, P=PH, P2=I and Q=QH, Q2=I. An n×n matrix A is said to be generalized reflexive (generalized anti-... M Dehghan,M Hajarian - 《...
proposed a novel measure of the degree of symmetry by virtue of group theoretical approach and showed that this quantity can effectively detect the phenomena of accidental degeneracy and spontaneous symmetry breaking46. In this work, we formulate two Frobenius-norm-based measures by fur- ther ...
It is proved that the Kronecker product of two matrices with the Perron-Frobenius property is a matrix with the Perron-Frobenius property. Moreover, we also prove that the Kronecker product of two GM-matrices is a GM-matrix when one has real eigenvalues, the same is true for inverse GM-...