The phrase "average process in" is correct and usable in written English.
It can be used when discussing a typical or standard procedure within a specific context or field.
Example: "The average process in software development involves several stages, including planning, coding, testing, and deployment."
Alternatives: "typical procedure in" or "standard process in".
The averaging process in the out-of-plane direction (i.e. the stacking effect) is performed using standard laminated plate theory.
In addition, any uncertainty in the identification of the actual gross tumor volume by the segmentation methods, as identified by previous research into this area, had small effects when used to generate 3D radiation therapy treatment planning due to the averaging process in the generation of margins used in defining a planning target volume.
The averaging process in the simulations is not straightforward, and it can be explained as follows.
In addition, the averaging process in the measurement is assumed to suppress the effects of both multipath fading and additive white Gaussian noise.
Only "close" voxels (in space and intensity) are effective in the averaging process in Equation 2. Consequently, to preserve the edges of a certain target structure in the image data, the width of the intensity-dependent part of the filter (controlled by the parameter ΓI) has to be comparable to (or smaller than) the intensity difference between that target and its background.
Long-term variations of recorded runoff and its 5-year moving average process are shown in Fig. 4.
The first is based on the standard continualization of the equation of motion taken for a sequence of mass-spring lattices, while the second one exploits average processes valid in continuum mechanics.
Two-tailed unpaired t-tests with unequal variance evaluated group differences in the average process scores comparing intervention and comparison groups.
The reason of this difference is that θ is used in an averaging process, while in case of the OLLA, θ dB [k] is an instantaneous value.
In order to guarantee a fast convergence of the averaging process even in very noisy (realistic) measurement environments, different adaptive averaging techniques in the time- and frequency-domain are pointed out.
