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The geometric and arithmetic mean methods are considered commonly used decision rules to integrate group preferences.
The mean methods are discretizing the equations and using eulerian difference method.
Ordinary least squares and the simple arithmetic mean methods are obtained for scatter plots of data pairs and different trends are fitted to the data.
In this study, ordinary least squares and the simple arithmetic mean methods are used to obtain the scatter plots of data pairs and different trends fitted to the data.
Difficulties in the collection of expression data from both blood and brain tissue for the same individuals mean methods are required to assess the overlap of genetic control.
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Generally, monthly mean and recent mean methods proved the timeliest, while moving mean methods were consistently the least timely of all methods tested.
Step 3. Fuzzy relationships of each CR with respect to ECs by using Equations 3, 4, 5, and 6 according to the geometric mean method are determined.
Hence, fuzzy weights of the competitive advantages obtained by geometric mean method are listed in the second column of HOQ (Fig. 3).
> -wrap-foot> Ashownwn in Table 1, the results obtained by piRPred with the SPG-GMKL method as well as with the kernels mean method are >0.8 in almost all measurements for both Human and Drosophila.
For the nonlinear structure, a mean method is used to derive adaptive laws.
At each stage of the iterative procedure, a linear system has to be solved and the Arithmetic Mean method is used.
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