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Results of the authenticity method show that overall authenticity responses are closely linked to preferences.
Measurements with the double pulse method show that the charge transfer reaction is fast.
The analytical solutions obtained by the proposed method show that the approach is easy to implement and computationally very attractive.
The result and convergence of this method show that QPSO performs very well and is comparable to PSO.
Numerical results, presented to validate the method, show that the method is stable for a large range of ϵ.
The results obtained from the present method show that by elimination window-section baffles, heat transfer performance (hs/ΔPs) increased about 25 48% at different mass flow rates.
The comparison results with the MLP method show that the MLBP prediction model achieves more satisfactory results, and it is more reliable and effective to solve the problem.
The results obtained using the grid shadow method show that a beam spot size of less than 0.4 μm is obtainable in the low-current regime.
Numerical solutions by the Runge-Kutta method show that in common operating conditions of quartz resonators the nonlinear effect varies from noticeable to significant.
Energy minimization calculations for the 1 and 2 using the semi-empirical AM1 method show that the 'twisted' conformation is intrinsic to these systems.
High accuracies (>99%) and low equal error rate (0.54%) obtained by the proposed method show that our proposed approach is feasible and effective for palm vein recognition.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com