I think you can check if two matrices are similar by checking their Jordan canonical forms. If they have the same structure, then the two matrices are similar. To find the Jordan canonical form of a matrix, you can use the MATLAB function ...
If A and B are two matrices such that Aand AB are both defined, then 03:04 If A and B are two matrices such that Aand AB are both defined,then 03:04 If A and B are two matrices such that AB is defined; then (AB)^T = B^T... 02:30 A ,\ B are two matrices such that...
Two non-isomorphic ( ν, κ, λ) designs with ν=(1+ q)(1+ q 2), κ=1+ q+ q 2 λ=1+ q with q an odd prime power are constructed such that the incidence matrices can be arranged to be similar. One of the designs is projective 3-space over the field of q elements with ...
Statement 1: Let A ,B be two square matrices of the same order such that A B=B A ,A^m=O ,n dB^n=O for some positive integers m ,n , then there exists a positi
I assume that by similarity you are referring to elements having the same values in the same locations. In that case, I suggest subtracting the two matrices, and finding the elements which are zero. I doubt that this approach will help you find similar regions in images though. ...
Because values of dˆ¢ obtained from 2 ϫ 2 matrices are discrete rather than continuous, the sampling distribution of dˆ¢ cannot be described by a single equation. Goure- vitch and Galanter (1967) derived an approximation of the variance of dˆ¢ that is accurate given a ...
ଶ√ଵା ଶ ∎ Also using a similar calculation, we obtain the second identity involving both sequences. Two-by-two matrices of the k-Pell and k-Pell-Lucas sequences 1565 Proposition 4: For all ݊ 0, ܳ,ାଵ ൌ 2൫ܲ,ାଵ ܲ...
respectively. Rows and columns of the matrices refer to alphabetically ordered pairs of variable. Given their symmetry, we show only the upper-triangle of the matrices. (Right) A case where the partial correlation coefficient counter-intuitively imposes a high weight on the connection between node ...
The Kruskal-Wallis test was used to assess the differences, and significant differences are indicated by asterisk (**P < 0.01, ***P < 0.001). b NMDS ordinations based on Bray–Curtis distance matrices of KO and COG. The colors and shapes of the symbols indicate the niches and ...
where are Pauli matrices, is the unit matrix, while the sums of the indices i, j run over the labels representing any orthonormal reference frame in three-dimensions. The real coefficients and represent the polarization of the two qubits, while the real matrix gives their correlations. In the...