Sentence examples for matrix of complete from inspiring English sources
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}}).
The matrices of complete distortion form an algebra over the number field ℚ (√6).
In an attempt to test this idea, I here identify 16 fossil calibration points relevant to the phylogeny of Bovidae and Ruminantia, and apply these, together and individually, to a recently published matrix of the complete mitochondrial genome of over 100 ruminant species [ 8].
The difference Δ ¯ ≡ Y ¯ { 1 } − Y ¯ { 0 } is the average treatment effect; at Gibbs sample draw t we define this as Δ ¯ (t ) = 1 2 J 2 E (t ) [ ∑ i μ drug − μ placebo + d ˜ i ((β drug ) (t ) − (β placebo ) (t ) ) + (ε i drug − ε i placebo ) ], (21 where the expectation is taken over noise, and d ˜ i is the design matrix of a complete diallel.
Using the sample covariance matrix of the complete data (39).
The characteristic matrix of the complete system is the result of multiplying each individual 2×2 matrix: M = M I M II.. M P = m 11 m 12 m 21 m 22. (7).
