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DFT formulation plays an important role in decomposition of polynomial matrices because it replaces the problem of polynomial SVD that involves many protracted steps with K conventional SVD that are pointwise in frequency.
A standard example is the general linear group introduced above: it is an open subset of the space of all n-by-n matrices, because it is given by the inequality :det (A) ≠ 0, where A denotes an n-by-n matrix.
The ESPOIR matrix may appear more comprehensive than the other matrices because it included all the known RA prognostic markers.
Ethylcellulose has been widely used in the production of sustained-release matrices, because it is insoluble in water and well tolerated by patients.
The transgenic bacterial system described in this study presents a viable technology for mercury bioremediation from liquid matrices because it provides high mercury resistance and accumulation while inhibiting elemental mercury volatilization.
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We call Π the preconditioning matrix, because, as it will be explained in Section 3.2, it is used to increase the convergence rate of the recursions (8).
In this study, an acrylonitrile butadiene styrene (ABS) was chosen as a specific example of polymer matrix because it is considered superior for its hardness, gloss, and toughness.
We use matrix because it is easier to represent in terms of matrix calculation.
Aluminum oxide is a particularly good candidate for a matrix because it has good diffusion barrier properties and modest hardness.
However, this approach can produce biased estimates of the covariance matrix because it does not account accurately for correlations between uncertainty of calibration targets and estimates.
Therefore, PLGA/SF scaffold with a weight ratio of 70/30 was chose as the matrix because it matches at best the mechanical demands for application in vascular tissue engineering.
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