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This procedure gives a quantum efficiency of 0.48.
This procedure gives a different ordering per attribute (valence and arousal).
This procedure gives a drastic reduction of the number of needed equivalent sources.
This procedure gives a matrix-eigenvalue problem that can be solved with optimum efficiency.
Thus, the procedure gives a sound fingerprint of the succinites and the possibility of reliably recognizing a Baltic amber.
The fit procedure gives a NW diameter of 8.2 ± 1.0 nm. Figure 4 Raman analysis of Si/Ge NWs.
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This design procedure gives an optimum structure for a given ternary separation.
Numerical results show that this reconstruction procedure gives an accurate approximation to the boundary of the object.
This procedure gives an algorithm designer the liberty of using buses of arbitrary shape, while automatically translating the algorithm to run on a simpler platform.
The SA-based optimization procedure gives an equally good or better design than the optimal flowsheet obtained from the sequential design approach.
The numerical procedure gives an estimation of the sinkage, trim, and wave resistance component, whose values were compared with the experimental ones.
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