Sentence examples for matrices of complete from inspiring English sources

The matrices of complete distortion form an algebra over the number field ℚ (√6).

In this paper, we determine the eigenvalues of the resistance-distance matrix of complete multipartite graphs.

In Section 3, we determine the eigenvalues of the resistance distance matrix of complete multipartite graphs.

In this paper, we study the resistance-distance matrix of complete multipartite graphs.

Moreover, we obtain a lower bound on the second largest eigenvalue of the resistance-distance matrix of complete multipartite graphs.

In this section we find a lower bound on the second largest eigenvalue of the resistance-distance matrix of complete multipartite graphs.

In this section we obtain the eigenvalues of the resistance-distance matrix of complete k-partite graphs (K_{n_{1}, n_{2},ldots, n_{k}}).

Also, we give some lower and upper bounds on the largest eigenvalue of the resistance-distance matrix of complete multipartite graphs.

Then eigenvalues of the resistance-distance matrix of complete multipartite graphs are studied, with emphasis being placed on bounds for the largest and second largest eigenvalues.

In Section 4, we give some lower and upper bounds on the largest eigenvalue of the resistance-distance matrix of complete multipartite graphs.

In Section 5, we obtain a lower bound on the second largest eigenvalue of the resistance-distance matrix of complete multipartite graphs.