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The method uses Generalized Least Squares (GLS) to model the autocorrelation of the data and estimate regression parameters to produce an effect size that represents the magnitude of treatment effect from baseline to treatment phases in standard deviation units.
The proposed method is different from all the previous techniques for group decision making due to the fact that the proposed method uses generalized interval trapezoidal fuzzy set theory with interdependent criteria taken into account and GITFNGA operator.
Unlike previous methods that often use custom approaches that are organism specific, our method uses generalized linear models and extensions of standard reversible jump Markov chain Monte Carlo methods that can be readily extended to other organisms for a variety of biological inference problems relating to cell fate specification.
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A design method using Generalized KYP (GKYP) lemma is proposed for the problem in terms of quadratically parameter-dependent Linear Matrix Inequality (LMI), and a tractable parametrically affine condition to solve the LMI is also given.
The analysis used sinusoidal terms for seasonal control and polynomial terms for meteorologic variables, but this is a more rigid approach than the currently accepted method, which uses generalized additive models (GAM).
Methods: We used generalized estimating equations to examine bivariable associations between pregnancy and clinical and psychosocial variables and to perform multivariable regressions predicting pregnancy.
The exact solution using generalized tanh method is u ( x, t ) = 2 ( 1 − tanh 2 [ 3 2 ( x − ν t ) ] ) 1 3. (45).
An efficient way to estimate a full system of equations is to use Generalized Method of Moments (GMM) estimation.
Both compressional (P) and shear (S) waves were acquired and interpreted using Generalized Reciprocal Method (GRM) then the resulted velocity-depth model is verified using a Finite Difference (FD) method to improve the final velocity-depth model.
In this paper, we generalize this method by using generalized orthogonal designs, and we give another new method that creates and solves Diophantine equations over GF(p) in order to find suitable generator matrices for self-dual codes.
In order to demonstrate the accuracy, stability and reliability of the present methodology, many comparisons are presented with reference to literature results, that are obtained by using Generalized Differential Quadrature method.
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