Research Article
A Comprehensive Analysis for the Heterogeneous Effects on Driver Injury Severity in Single-Vehicle Passenger Car and SUV Rollover Crashes
Table 3
Summary statistics and the likelihood test results for six models varying datasets.
| Dataset | Passenger car | SUV | Full dataset | TOL | RPOL | TOL | RPOL | TOL | RPOL |
| Number of observations, | 2400 | 2400 | 2360 | 2360 | 4760 | 4760 | Number of parameters, | 17 | 22 | 16 | 24 | 17 | 22 | Log likelihood at zero, | −2991.7 | −2991.7 | −2937.1 | −2937.1 | −6168.4 | −6168.4 | Log likelihood at convergence, | −2747.4 | −2730.4 | −2701.7 | −2681.9 | −5669.0 | −5651.8 | AIC | 5528.8 | 5504.8 | 5435.4 | 5411.7 | 11372.0 | 11347.6 |
| Likelihood-ratio tests for the superiority of the RPOL model | | 34 | 39.6 | | | Degrees of freedom | 5 | 8 | | | -value | <0.005 | <0.005 | | |
| Likelihood-ratio tests for the necessity of developing passenger car and SUV models separately | | 439.8 | 479 | Degrees of freedom | 16 | 24 | -value | <0.005 | <0.005 |
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Note: TOL represents traditional ordered logit model, while RPOL represents random parameters ordered logit model; All TOL models have a constant.
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