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For normally distributed posterior parameter distributions, the p-value obtained by this method is equal to that obtained using a one-tailed, Student t-test.
Numerical tests carried out in 1D and on 2D unstructured meshes prove that the convergence rate of the hybrid method is equal to the one of the highest degree polynomial basis, but with a significant CPU cost saving.
This is because it has the property of the P-stability (i.e., the interval of periodic stability of the proposed method is equal to (0, ∞)) which allow is to integrate successful problems with high oscillatory or periodic solution.
Then, the initial scale parameter λ 1 of our proposed method is equal to λ k −.
The specific surface area, calculated by the BET method, is equal to 132 m2/g.
The beamforming-only method is equal to the first processing stage of the combined method.
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However, at moderate noise levels, the simplex method was equal to the neural network method in RMSE values.
In this validation study, the flow cytometry method was equal to the BAM in sensitivity and far superior in speed.
Uncertainties calculated using the proposed method were equal to expanded uncertainties (k = 2) calculated using the standard method.
This method was equal to M4 except that 600 µl of ultrapure water was added before the phase separation.
Therefore the haematoma volume calculated by the ABC/2 method was equal to the sum of the intraparenchymal and intraventricular parts.
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