Sentence examples for using appropriate transformations from inspiring English sources
The phrase "using appropriate transformations" is correct and usable in written English.
It can be used in contexts where one is discussing methods or techniques that involve changing or adapting something in a suitable manner. Example: "In order to improve the data analysis, we will be using appropriate transformations to ensure accuracy."
Distributions will be checked for normality using the K-S test and non-normal data will be transformed using appropriate transformations.
The equations are adjusted to a generic expression by using appropriate transformations.
All statistical tests were performed using appropriate transformations (described in the relevant publications) and a per allele 1.d.f.f
The effect of the interventions on WOMAC function and pain; inflammation markers, including CRP, TNF-α, TNF-sR1, and leptin; and maximal internal abduction moment will be determined with repeated measures ANCOVA and statistical tests and estimates as described above, verifying assumptions and using appropriate transformations.
Using appropriate transformation, the equation of motion of axial vibration of a rod with varying cross-section is reduced to analytically solvable standard differential equations whose form depends upon the specific area variation.
Using appropriate transformation, the governing differential equation for longitudinal vibration of a rod with varying cross section is reduced to Bessel's equation or an ordinary differential equation with constant coefficients by selecting suitable expressions, such as power functions and exponential functions, for the area variation.
We have used appropriate transformations following [6] on the set of Equations 1 to 5 to derive equations for micropolar thermoelastic transversely isotopic medium and restricted our analysis to the two-dimensional problem.
6 Furthermore, we used appropriate transformations to generate weighted proportions for procedural complication rates.
The system of nonlinear partial differential equations is transformed into a system of ordinary differential equations using appropriate similarity transformations.
In order to include invariance measure of safety, the random variables, defined on physical space, are transformed into independent standard Gaussian variables (Hasofer and Lind1974) using appropriate probabilistic transformations.
Using appropriate state transformations, the linearized system has been formulated as a well-posed infinite-dimensional system with bounded input and output operators.
