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Embedding drug into a slowly eroding hydrophilic matrix can also allow for sustained release.
In this case, a Hadamard matrix can also be applied.
The amount of air pores in matrix can also affect thermal conductivity of this material.
The global propagator matrix can also be assembled using the continuity conditions.
The matrix can also affect catalyst selectivity, product quality and resistance to poisons.
Alternatively, the EVD of a biquaternion matrix can also be achieved by the EVD of its complex representation matrix [20].
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These matrices can also be used for obtaining the natural frequencies of carbon nanotubes.
Apart from LDHs, many other matrices can also be used as the hosts for controlled release formulations.
Transition matrices can also be constructed for qualitative variables or attributes, like occupation type, working sector, or education level.
In addition to families of K-sparse signals, random matrices can also provide stable embeddings for manifolds (see Figure 2).
Thus, those same matrices, and the selection of users and their effective channel matrices, can also be used as an initialization point for our SZF CGP algorithm.
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