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As a paradox, a microkinetic method does allow a "late" lumping method for the case of distillates and bifunctional heterogeneous catalysis.
In this paper, I prove the consistency of this method for the case of non-random explanatory variables and illustrate its use on a real data set.
Closed form solutions for complex natural frequencies are derived by applying the Navier's and trigonometric method for the case of simply supported nanoplates.
The closed form solutions of undamped natural frequencies and modal damping factor were obtained utilizing the Navier's method and trigonometric method for the case of "Cantilever-Chain" system.
Using a numerical simulation method for the case of the GA (W -2 airfoil, the multi-objective optimization of the overlap, gap, deflection angle, and bending angle of the flap under takeoff and landing configurations is studied.
Analytical solutions of free vibrations and buckling for a multiple-nanobeam system are obtained by using the classical Bernoulli Fourier method and trigonometric method, for the case of the identical nanobeam.
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Prediction intervals for both the methods for the case of nonconstant error variance are also calculated and are graphically compared.
The introductory section gives an overview of the energy methods for the case of mass point vehicles.
In the second part of the chapter, we discuss numerical methods for the case of structured media with scale separation.
We also provide a comparison of the different optimization methods for the case of designing type-2 fuzzy systems.
We also provide a comparison of the different optimization methods for the case of designing type-2 fuzzy controllers.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com