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For the AS estimation, the new estimator and the WLS method present close NRMSE (see Figure 5), for different computational complexities.
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Making modules with diameters below 200 μm by the method presented here allows cells to proliferate in those modules to densities close to those found in tissues in vivo (108 to 109 cell/cm3).
Numerical results from the present closed-form solution are compared with those from the finite strip method, showing a close agreement between the two.
The best fit cylinder method presented a good agreement to the drill size (0.745 of ICC), and the closest mean difference to the drill size 0.04 mm.
The new method presents necessary conditions on pre-filter F and linear-time-invariant controller G to satisfy closed loop tracking performance specifications.
The contribution of the present work is to present close-form series solution of the homogeneous extended surface heat diffusion equation using the differential transform method.
Methods are "SIRIUS 3" (the method presented here), "SIRIUS2-ILP" (scores from [41, 42] solved by integer linear programming), "SIRIUS2-DP" (scores from [41, 42] solved by dynamic programming), and "PubChem search" (searching PubChem for the closest precursor mass).
Our method presents limitations as well.
Silver's methods present a dilemma for television networks.
Nevertheless, these methods present severe limitations.
This method has been developed by an extended campaign of FE analysis, planned and evaluated with statistical techniques on the basis of a previous presented closed-form method to determine the residual stress field.
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