It is a stand-along program that uses the optimal filter described here, using a hard-wired critical dose function.
Using the optimal reshaping filter length (L^{text {opt}}_{g}) yields a significant increase in robustness, resulting in a much faster reverberant energy decay rate than h1.
The smoothing improvement factor is defined as Sigma= frac{epsilon_{mathrm{filt}}}{epsilon_{x}}, (25) where (epsilon_{x}) is the smoothed MSE (see equation (24)) and (epsilon_{mathrm{filt}}) is the optimal filtered MSE error found numerically using the optimal Kalman-Bucy filter covariance matrix [20].
In addition, it has been shown that PMINT using the optimal intrusively determined reshaping filter length outperforms MINT and RMCLS.
In addition, it is demonstrated that PMINT using the optimal intrusively determined reshaping filter length outperforms the other considered equalization techniques, yielding a larger reverberant energy suppression and perceptual speech quality improvement.
In this section, the performance of MINT, RMCLS, and PMINT using the optimal intrusively determined reshaping filter length (L^{text {opt}}_{g}) is extensively compared for all acoustic systems in Table 4 and all NPMs in (25).
In summary, based on instrumental measures, it can be said that PMINT using the optimal intrusively determined reshaping filter length (L^{text {opt}}_{g}) is a robust and perceptually advantageous equalization technique, yielding a high reverberant energy suppression and outperforming all other considered equalization techniques in terms of perceptual speech quality.
Using the optimal designs of both configurations, the filter area required per cow for a woodchip filter is more than four times less than for a sand filter.
b depicts the binarization of the uniformly illuminated fingerprint with homomorphic filtering, also using the optimal Otsu method.
The NEMA NU-2 phantom was used to determine the optimal filter to apply to PSF-reconstructed images in order to obtain recovery coefficients (RCs) fulfilling the EANM guidelines for tumour positron emission tomography (PET) imaging (PSFEANM).
