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Two independent nourseothricin-resistant crz1 mutants (YC267 and YC182, Table 1) derived from two separate transformations were obtained.
Two independent nourseothricin-resistant cnb1 mutants (YC191 and YC193, Table 1) derived from two separate transformations were obtained.
Two independent nourseothricin-resistant cna1 mutants (YL136 and YL137 from R265; YL165 and YL169 from R272; and YL277 and YL344 from WM276) derived from two separate transformations were obtained (Table 1).
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After the PCA transformation, the optimal projection transformations are obtained for the proposed NNFLE method.
All these transformations are obtained by using a fractional calculus operator based on the Pochhammer contour integral.
In this way, transformations are obtained that are easier to understand and can be re-used individually.
In iron-nickel alloys, γ-α-γ transformations are obtained with face-centered cubic (f.c.c).-body-centered cubic (b.c.c).-f.c.c.
With the assistance of scaling group of transformations, two types of boundary conditions satisfying the similarity transformations are obtained, and then the coupled differential equations are deduced according to different boundary conditions, respectively.
In the following part, all the transformations are obtained by the beta integral method and the derivations are the same as in the proof of Theorems 1 and 2. We will just present the results without their proofs.
The constructs necessary to perform this transformation were obtained using the following steps.
The optimum power parameters of the Box-Cox transformation were obtained by the Dynamic programming called the Symplex method[ 43] and the code was written in R. All analyses were adjusted for age and BMI.
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