This article examines the estimate of ϑ = P [T < Q], using both Bayesian and non-Bayesian methods, utilizing progressively first-failure censored data. Assume that the stress (T) and strength (Q) are
* Figures numP, numN in 2-tuple (numP, numN) represent the number of positive (binding residues) and negative (non-binding residues) samples, respectively; △ Ratio = numN/numP.Compositions of the two
This article examines the estimate of ϑ = P [T Q], using both Bayesian and non-Bayesian methods, utilizing progressively first-failure censored data. Assume that the stress (T) and strength (Q) are in
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