The satisfiability rate (SR) of Algorithm 3.1 to compute the step sizes for each of the algorithms is defined by operatorname{SR}(mathrm{ALGO}) := frac{sum_{i=1}^{I} N_{1} (x_{0}^{(i }, mathrm{ALGO} )}{ sum_{i=1}^{I} N_{2} (x_{0}^{(i }, mathrm{ALGO} )} times 100.
The initial conditions are x 0 0 = μ 0 and P 0 0 = Σ 0. The interval Kalman smoother, which is needed for the EM algorithm, is defined by (8).
In this last case, the better algorithm is defined by D's sign.
The complete OptORF algorithm is defined by the following equations: (32) In this study, we have implemented an integrated model of metabolism and regulation for E. coli, iMC1010 v 2 [ 19], which consists of 906 metabolic genes and 104 TFs.
Since the proximal point algorithm weakly converges in general which is the proximal point algorithm is defined by x 0 ∈ E and x n + 1 = J r n x n, for n = 0, 1, 2, 3, …, (1.2).
Consequently, the resulting JO-NLMS algorithm is defined by the relations (2), (84), and (85).
The speedup of an algorithm is defined by (1).
In our proposed implementation, the input variables of the FAHP algorithm are defined by the parameters reported in the literature (those reported for cognitive devices), and the variables determined by the customization of the Delphi method.
The membership functions μBIG and μSMALL, for gradients and angle deviations used by the temporal algorithm, are defined by the following expressions [25]: μ SMALL χ = 1 if χ < μ 1 exp - χ - μ 1 2 / 2 ⋅ σ 2 otherwise, (8) μ BIG χ = 1 if χ > μ 2 exp - χ - μ 2 2 / 2 ⋅ σ 2 otherwise, (9).
The suitable algorithm was defined by ultrasound availability: ultrasound on weekdays from 8 a.m. to 5 p.m; no ultrasound on weekdays from 5 p.m. to 8 a.m. and on weekends [4] or the presence of one of the investigators [5].
The parameters of this translation algorithm are defined by the user and can be automatically mapped into synthesizable VHDL.
