The DD technique not only minimizes errors due to an inexact model of the velocity structure, but it also reduces the error between intra-event location by utilizing high-accuracy differential times derived from catalogue picks and/or waveform cross-correlation (Waldhauser and Ellsworth, 2000).
We utilize the accuracy of these estimates, and when combined with different objectives, such as minimizing makespan and evenly distributing load, naturally gives rise to a family of four different scheduling algorithms.
Table 4 Hardware utilization comparison Virtex 6 FPGA parameters Integer multiplier-based DWT Log multiplier-based DWT Slices utilized 42 55 Accuracy 21%45.6%% Delay 18.56 ns 13.23 ns Power consumed 34 mW 18 mW Table 5 Performance comparisons of different SPIHT coders on FPGA devices Coders FPGA device Slices LUTs Clock freq.
This package utilizes balanced accuracy (BA) as the evaluation measure for comparing different combinations of variables, defined as B A = 1 2 T P T P + F N + T N T N + F P where (TP, TN, FP, FN) represent the number of true positives, true negatives, false positives, and false negatives classified by a particular combination of loci, respectively.
Over the entire pre-classification period, random forest models incorporating ANA and anti-Ro/SSA positivity with levels of IL-5, IL-6, and the IFN-γ-induced chemokine, MIG, distinguished future SLE patients with 92% (±1.8%) accuracy, compared to 78% accuracy utilizing ANA positivity alone.
While MS2-based quantification of phosphopeptides via isobaric tagging was found to have distorted accuracy, utilizing an SPS-MS3 scan dramatically improved phosphopeptide quantitative accuracy.
The method intends to improve vicarious calibration accuracy utilizing spectral radiometer which allows to measure the down-welling radiance at the surface with a certain calibration accuracy by using a portable calibration source.
This fact gives the opportunity to derive the 3D exact solutions of electroelasticity for thick and thin piezoelectric laminated plates with a specified accuracy utilizing a sufficient number of SaS, which are located at interfaces and Chebyshev polynomial nodes.
This means that the SaS method can be applied efficiently to the 3D stress analysis for thermoelastic laminated FG plates with a specified accuracy utilizing the sufficient number of SaS.
This gives in turn the opportunity to find the 3D elasticity solutions for laminated composite shells with a prescribed accuracy utilizing a sufficiently large number of SaS, which are located at Chebyshev polynomial nodes and layer interfaces as well.
This fact gives an opportunity to derive the 3D exact solutions of electroelasticity for thick and thin FG piezoelectric laminated plates with a specified accuracy utilizing a sufficient number of SaS, which are located at interfaces and Chebyshev polynomial nodes.
