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In Figure 11, the ratios of the two eigenvalues of the channel matrix are presented.
The coefficients of stiffness matrix and tangent stiffness matrix are presented along with nonlocal force vector.
First, the geometrical modelings of the fiber and the matrix are presented.
Results obtained by performing the biosorption experiments according to the CCD matrix are presented in Table 2.
In this paper, the heritable properties of the block diagonal-Schur complements from the original matrix are presented.
In Section 3, the proposed DT-DSTC scheme and optimization algorithms for the adjustable code matrix are presented.
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The obtained correlation matrix is presented in Fig. 6.
The resulting confusion matrix is presented in Table 11.
Its modulus of this matrix is presented in Figure 7.
The isotope recovery data in each matrix is presented in Table 5.
Another approach for creating the parity matrix is presented in [20].
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