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There are two matrices and such that (4.3).. Definition 4.1.
Corresponding to these, there are two matrices T 1 : = ( r k s l ), T 2 : = ( x m y t ). in P for which T 1 = r / s, T 2 = x / y.
And there are two matrices V and RTT that record the expectations of the data transmission rate and the round trip time respectively, as shown in formula (2) and (3).
Finally, in the general case, T m is a general invertible linear transformation from R m onto ℓ 1 m, then there are two matrices U and S such that T m = U S, where U is an orthogonal matrix and S is a positive definite symmetric matrix.
Finally, assume that T m is a general invertible linear transformation from R m onto R m, then there are two matrices U and S such that T m = U S, where U is an orthogonal matrix and S is a positive definite symmetric matrix.
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Each metric for each walk is organized into a single matrix, thus for a single walk, there are three matrices, as shown in Table 1.
where (2.21). is of order, is an matrix with all entries equal to zero, is an matrix of zeros except for a in the th position, and there are zero matrices between and.
There are four matrix metalloprotease (MMP) cleavage sites in the spacer domain of ADAMTS1 [ 14, 18], including the highly conserved IPAGA site at amino acid positions 1229 1233 [ Additional File 2] (L. Iruela-Arispe, personal communication).
According to Tennis and Jennings (2000), in hydrated cement matrix there are two distinct types of C S H with different densities, in one type the nitrogen molecules can enter and in another type they can not.
In addition, there are two covariance matrices: Φ the covariance matrix for ξ and Ψ the covariance matrix for ζ.
Since we are working with complex symbols, there are two weight matrices to be calculated.
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