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However, progress in the treatment of (semi- solid matricesemi- solidmatricesited, probably due to the greater complexity of the matrices and the persistent lack of appropriate small-scale instrumentation.
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A series of numerical tests are reported and discussed, which indicate that Bernstein Bezoutian matrices are much less sensitive to perturbations of the coefficients of the input polynomials compared to other commonly used resultant matrices generated after having performed the explicit conversion between the Bernstein and the power basis.
Specifically, the branched polymer matrices were much more efficient than the linear ones for stable nanosystem preparation.
We believe that the amount of computation required to obtain diagonal-similar matrices is much smaller than that of computation required in the conventional EVD.
From the curve we can see that the performance of the new matrices is much better than those of Match with all the three matrix-specific cutoffs.
Moreover, it was observed that the growth mechanism of the metallic matrix was much more modified by the nano-particles than by the micron-sized ones.
In contrast, in the composite sintered using Profile #2, the overgrowth of Ni dispersants was reduced, the sintering of the Al2O3 matrix was much more complete, and the density was 10% greater.
In the pellets treated with echistatin, the matrix was much softer and more transparent.
The PRS proves to be more robust to the matrix optimization procedure as the correlation between the solution of (3) and the original matrix was much greater (R = 0.92) than for the Gilis matrix (R = 0.67).
Properties of composites with the AS13 matrix are much affected by interface adhesion strength.
The compressive strain existing at the Ag nanocrystals in Al2O3 matrix is much stronger than that in HfO2 matrix.
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