Research Article
A Novel Method for Developing Efficient Probability Distributions with Applications to Engineering and Life Science Data
Table 2
Goodness of fit results for dataset 1.
| Distribution | MLE of the parameters | AIC | CAIC | BIC | HQIC | K–S | value |
| MF | 6.4571 | 3.5588 | | | 34.88 | 35.59 | 36.87 | 35.27 | 0.107 | 0.9759 | FD | 2.2255 | | | | 59.16 | 59.39 | 60.16 | 59.36 | 0.473 | 0.0003 | ED | 0.5263 | | | | 67.67 | 67.89 | 68.66 | 67.86 | 0.439 | 0.0009 | WD | 2.7843 | 2.1271 | | | 45.17 | 45.87 | 47.16 | 45.56 | 0.183 | 0.5104 | APIWD | 1.7688 | 4.1692 | 5.4473 | | 36.79 | 38.29 | 39.77 | 37.37 | 0.124 | 0.9644 | APWD | 10.9388 | 2.0312 | 0.4230 | | 46.58 | 48.08 | 49.57 | 47.16 | 0.162 | 0.6678 | KIWD | 1.5668 | 1.2318 | 3.7669 | 3.5843 | 38.80 | 41.47 | 42.78 | 39.58 | 0.134 | 0.9540 |
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The bold values indicate that the proposed distribution is more significant as compared to other existing distributions.
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