Table 1 Multiple software reliability growth models.
From: A software reliability model for open source big data systems based on Weibull–Weibull distribution
Model | MVF | Type |
|---|---|---|
Goel-Okumoto (G-O) model11 | \(a(1 - \exp ( - bt))\) | Closed source software (CSS) and perfect debugging SRM |
Delayed S-shaped (DSS) model12 | \(a(1 - (1 + bt)\exp ( - bt))\) | CSS and perfect debugging SRM |
Inflection S-shaped (ISS) model13 | \(\frac{a(1 - \exp ( - bt))}{{1 + \beta \exp ( - bt)}}\) | CSS and perfect debugging SRM |
Generalized G-O (GGO) model14 | \(a(1 - \exp ( - bt^{c} ))\) | CSS and perfect debugging SRM |
Zhang-Teng-Pham model15 | \(\frac{a}{p - \alpha }\left[ {\left( {1 - \frac{(1 + \alpha )\exp ( - bt)}{{1 + \beta \exp ( - bt)}}} \right)^{{\frac{c(p - \alpha )}{b}}} } \right]\) | CSS and imperfect debugging SRM |
Li model16 | \(a\left( {1 - \exp \left( { - N\left( {\frac{1}{1 + \beta \exp ( - bt)} - \frac{1}{1 + \beta }} \right)} \right)} \right)\) | Open source software and perfect debugging SRM |
Proposed model (PM) | \(a(1 - \exp ( - b(\exp (ct^{d} ) - 1)^{e} ))\) | Open source software and perfect debugging SRM |