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The optimum experimental design for systems following the first-order Arrhenius model under linearly increasing temperature profiles was studied by determining the sampling conditions that lead to a minimum confidence region of the model parameters.
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To select quality alignments from regions of high and low label density, the first minimum confidence was 13 and the PAT was 30 and the second minimum confidence was 8 and the PAT was 90.
The 'exact' joint confidence region appears to be strongly unsymmetrical.
95% confidence interval surfaces defined a confidence region for a range of pyrolysis conditions.
GPS error ellipses shows the 95% confidence region.
Furthermore, the GMAR algorithm prunes a large amount of irrelevant rules based on the minimum confidence.
Plus shows 95% confidence region.
Here, minimum confidence value is 0.7.
are included in the likelihood confidence region.
These algorithms are based primarily on minimum support and the minimum confidence.
Two measures are required: the minimum support and the minimum confidence, Table 6.
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