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Polymers are generally less suitable than natural matrices in terms of biocompatibility and biodegradability.
We will then analyse the corresponding stiffness and mass matrices in terms of sparsity patterns and conditioning numbers.
A study has been made to qualitatively compare different covariance matrices in terms of number and nature of visual features.
The principle of virtual displacements in conjunction with the finite element method (FEM) is used to formulate stiffness and mass matrices in terms of fundamental nuclei.
Recently, many researchers have paid a great deal of attention to the spectral properties of skew-symmetric matrices in terms of oriented graphs.
In this paper, a systematic construction of lagrangian Roe matrices in terms of eulerian Roe matrices for a general system of conservation laws is also presented.
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This type of product has a very complex matrix in terms of texture, openings and moisture.
Then, an alternative similarity matrix in terms of shared nearest neighbors is constructed from the correlation matrix.
Similarly, the expression of the transmit filter matrix in terms of the relay filter matrix can be derived as.
The error matrix in terms of sample counts and the areas of the map categories are shown in Table 2.
The results in the training period identify this pick matrix as better than the positive pick matrix in terms of several performance measures.
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