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The example data for questions 8 and 9 illustrates how the "average response" statistic recognises differences in the distribution of responses, whereas the "satisfaction rate" statistic can be blind to them.
This method uses prior knowledge of the channel impulse response statistic.
In this paper, we presented the novel VSS adaptive filter algorithms such as VSS-SPU-NLMS, VSS-APA, VSS-SR-APA and VSS-SPU-APA based on prior knowledge of the channel impulse response statistic.
The response statistic captures the evidence-independent component of the firing rate early in the decision process, expressed as a fraction of the average response from the neuron 75 ms before all T in choices ('Materials and methods').
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Four responsiveness statistics (T-test, effect size, Guyatt's responsiveness statistic, and standardized response mean) were used to evaluate the responsiveness of the select measures.
Effect size, standardized response mean and Guyatt's responsiveness statistic were calculated for BII and IPSS change scores.
The evaluative [longitudinal] validity, i.e., responsiveness, of the MacNew has been tested with three different effect size statistics, the effect size statistic [ES], the standardized response mean [SRM], and the responsiveness statistic [RS].
Responsiveness was assessed using the standardised response mean statistic (calculated by dividing the mean change on the measure by the standard deviation of the change).
Six questionnaires were rated positive for responsiveness, because either the standardized effect size or the standardized response mean statistic showed moderate improvements in scores after effective treatment, with adequate descriptions of contextual factors.
The order in which each character and enemy performs these actions is based on their "response" (RES) statistic, which denotes how quickly a particular character can act.
For both CD34+ and stromal cell samples we used the following parameters: two-class unpaired responses, t-statistic, 500 permutations.
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