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The antimicrobial activity of M-1 and M-2 were determined by two methods namely microdilution method and plate count method.
In the present study doped crystal was grown by two methods namely co-crystallization and vacuum sublimation using a special type three-zone furnace.
The calculations were performed by two methods, namely, PBE+U and TB-mBJ, with the addition of spin-orbit coupling in both the schemes.
The quantitative EDX analysis has been carried out by two methods, namely the Cliff-Lorimer method (or k-factor method) [15] implemented in commercial EDX software and the ζ-factor method, first proposed by Watanabe et al. [16].
Electrically conductive blends based on polyaniline-dodecylbenzene sulphonic acid (Pani.DBSA)/styrene butadiene styrene (SBS) block copolymer have been prepared by two methods namely melt mixing and polymerization of aniline in the presence of SBS using in situ polymerization method.
A three-dimensional (3D) quantitative pharmacophore model was developed from a training set of structurally diverse substituted ureas against Raf-1 kinase, which was well validated to be highly predictive by two methods, namely, test set prediction and Cat-Scramble method.
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The analysis of bacterial adhesion to the PE carriers was done by three methods, namely, luminometry, plate count, and microscopy.
Evaluation of the antimicrobial activity was carried out by three methods, namely, agar diffusion, direct contact, and minimal inhibitory concentration (MIC).
The PZC of Berea sandstone sample was estimated by employing two methods namely salt addition method and Potentiometric mass titration methods.
Table 1 lists the maximum absolute errors E, which resulted from the application of GJGOMM, for various values of N, while in Table 2 we display a comparison between the relative errors obtained by the application of the two methods namely, the first-order method (1OM) and the second-order methods (2OMs) developed in [35] with the relative errors resulting from the application of GJGOMM.
Indeed, the fact that the method by Pahlajani et al. is generally a special case of the ssLNA can also be seen by direct comparison of the diffusion matrices of the two methods, namely, equations (91) and (10).
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