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Deterministic sensing matrices are useful, because in practice, the sampler has to be a deterministic matrix.
These matrices are useful in avoiding and detecting unforeseen problems during both firewall implementation and firewall testing.
These results suggest that the peptide-HA matrices are useful as 2D and 3D matrices and can be applied for tissue engineering as a synthetic basement membrane.
These results suggest that the peptide/agarose matrices are useful for both two- and three-dimensional cell culture systems as a multifunctional biomaterial for tissue engineering.
These Jacket block matrices are useful in coding theory and orthogonal code design.
From the point of view of the applications, the Sharper estimates of infinite matrices are useful to get bounds for the lattice norms (which occur in solid state physics) of matrix-valued functions and enable to investigate perturbations of matrix-valued functions and compare them.
Similar(53)
Landscape matrices is useful in assessing the spatial structure of a land cover in terms of number, size, shape, and configuration of patches of the different LULC classes (McGarigal et al. 2002).
Scaffolds composed of extracellular matrix are useful in many tissue engineering applications throughout the body.
The following lemmas for the M-matrix are useful and can be found in the literature, see [3, 6, 8 10], we present them here to make the paper self-contained.
As we shall show in Theorem 2, the extra dimensions that are available as a result of employing a full-column rank, strictly-tall precoding matrix are useful in designing the training vector.
The pattern of zero-off-diagonal elements from the main-diagonal in a concurrence matrix is useful in the identification of the distance in a polygonal design.
More suggestions(15)
matrices are effective
matrices are usable
matrices are needed
array are useful
matrices are nonVandermonde
matrices are stationary
matrices are suitable
matrices are sparse
matrices are equal
matrices are diagonal
matrices are symmetrical
matrices are non-invertible
matrices are common
matrices are symmetric
matrices are used
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