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Smoothing factor

The number of discrete points of /cicc( ) determines the resolution of the chirality code is a smoothing factor which in practice controls the width of the peaks obtained by a graphical representation versus u. An example of a chir-... [Pg.422]

The number of discrete values of/cocc(i ) determines the resolution of the chirality code. Again, is a smoothing factor. An example with the conformation-dependent chirality codes for the enantiomers of 4 in two different conformations is shown in Eigurc 8-1 f. [Pg.424]

NUMBER OF FREQUENCY WHERE SMOOTHING STARTS, N5. . 4 SMOOTHING FACTOR, SM. 1... [Pg.256]

Phase 2 - data preprocessing. There are many ways to process spectral data prior to multivariate image reconstruction and there is no ideal method that can be generally applied to all types of tissue. It is usual practice to correct the baseline to account for nonspecific matrix absorptions and scattering induced by the physical or bulk properties of the dehydrated tissue. One possible procedure is to fit a polynomial function to a preselected set of minima points and zero the baseline to these minima points. However, this type of fit can introduce artifacts because baseline variation can be so extreme that one set of baseline points may not account for all types of baseline variation. A more acceptable way to correct spectral baselines is to use the derivatives of the spectra. This can only be achieved if the S/N of the individual spectra is high and if an appropriate smoothing factor is introduced to reduce noise in the derivatized spectra. Derivatives serve two purposes they minimize broad... [Pg.213]

To ensure a continuous transition between the QM and MM region a smoothing factor is derived for all particles of the respective molecule, based on the centre of mass, shifting the weight continuously from the QM to the MM force component. [Pg.264]

The smoothing factor S(r) is defined by a continuous function gradually increasing from zero to one ... [Pg.264]

The same result holds for higher arities. The smoothing factor is and... [Pg.120]

The third is obvious if you think of the mask as being the product of a kernel and smoothing factors. [Pg.168]

C. Goutis and T. Fearn, Partial Least Squares Regression on Smooth Factors, Journal of the American Statistical Association, 91(434) (1996), 627-632,. [Pg.410]

Service conditions (see Table 11-5) (1) frequraicy of shock—occasional frozen lumps in winter, otherwise smooth factor 1.1 (2) shock is moderate factor 1.2. [Pg.312]

Exponential smoothing is similar to the moving average methods but it eliminates some of the calculations. The model uses a smoothing factor (less than 1) for forecasting the next period activity. The mathematical formula is... [Pg.60]

F is the forecast for the current period, a is the smoothing factor and A is the actual data for the current period. [Pg.60]

The consumption behavior of an reference number is a major indicator for the selection of a suitable planning procedure, for automatically determining the smoothing factor ALPHA for fine-tuning the demand forecast as well as for calculating the necessary safety stock in each case. [Pg.166]

To determine the new demand forecast, the difference between the forecast and actual consumption of the last period is assessed with a smoothing factor ALPHA and added to the old demand forecast using the formula... [Pg.174]

To make the managing clerk s job easier, the smoothing factor ALPHA should automatically be adjusted to the current consumption behavior by the data processing system. Forecast methods may be very complex. Real operations, however, show that every forecast is inaccurate and in certain cases is only accurate by chance. This is the reason why we recommend this simple method in line with these words of wisdom ... [Pg.175]

With a set smoothing factor Alpha of 0.1, this forecast method is excellent for periodically updating average inventory, average lot sizes, etc. [Pg.175]

If we have to fall back on forecast methods in sales planning, we recommend simple first-order exponential smoothing with the variable smoothing factor ALPHA. [Pg.181]

Page 175 Figure 58 Forecast with different smoothing factors... [Pg.287]

Overhead costs, artificial Overhead costs become direct costs Overhead value analysis Overhead cost reduction Business processes Smoothing factor Alpha Primary data... [Pg.291]

Smoothing Factor n The factor greater than zero and less than one that is used in exponential smoothing. [Pg.996]

The discrepancies between the Good and Hodgkin s approximation and the original function are strongly reduced when the smoothing factor t differs from zero. This is particularly due to the fact that the infinite asymptotic behaviour at r = 0 of function is not present any longer in Eq. 6. [Pg.184]


See other pages where Smoothing factor is mentioned: [Pg.171]    [Pg.165]    [Pg.151]    [Pg.393]    [Pg.256]    [Pg.107]    [Pg.168]    [Pg.132]    [Pg.62]    [Pg.808]    [Pg.346]    [Pg.174]    [Pg.175]    [Pg.982]    [Pg.493]    [Pg.51]    [Pg.52]   
See also in sourсe #XX -- [ Pg.264 ]




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