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These tools have been used successfully to obtain solutions for a large number of design problems.
Laipunov Bellman theory is used to obtain solutions for the controlled deflections and optimal control force.
Fourier transforms are used to obtain solutions for temperature rise and stresses.
We have used the cues of deception to analyse these questions to obtain solutions for preventing the spread of misinformation.
We use the fast Fourier transform (FFT) techniques together with the conjugate gradient method to obtain solutions for targets.
Solutions for an isotropic linear elastic material are utilized to obtain solutions for the anisotropic piezoelectric material.
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Subsequently, a novel multi-step technique based on the non-uniform rational basis spline (NURBS) curves is developed to obtain solution for the resulting system of ODE.
The obtained solutions for velocity, temperature and concentration are expressed in terms of Wright's function.
A quantitative risk analysis is applied to the obtained solutions for evaluating the risk.
In this way, we introduce some new tools for obtaining solutions for the high-order equations.
We obtained solutions for two cases with, and without, the questionable subsiding pattern to the east.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com