Research Article
Mass Rapid Transit Ridership Forecast Based on Direct Ridership Models: A Case Study in Wuhan, China
Table 7
Direct ridership model (DRM) estimating daily ridership at the station level in Wuhan, China.
| Independent variables | B | Beta |
| Intercept | −1215.182 | — | Population | 0.086 | 0.014 | Employment | 0.154 | 0.098 | Com_Area | 0.002 | 0.043 | Offi_Area | 0.023 | 0.192 | Land_use_mix | 16941.145 | 0.177 | Restaurant_Num | 6.950 | 0.039 | College_Num | 280.784 | 0.062 | Hospital_Num | 1408.537 | 0.181 | Shopping_Num | 1.477 | 0.018 | Financial_Num | 47.943 | 0.071 | Parking_Num | 43.409 | 0.026 | Recreational_Num | 10.473 | 0.032 | Hotel_Num | 21.267 | 0.029 | Dis_to_centers | −0.071 | −0.022 | Bus_line_Num | −37.498 | −0.039 | Dummy_line_transfer | 14960.126 | 0.272 | Dummy_CBD | 1396.449 | 0.059 | J_Accessibility | 0.151 | 0.039 | P_Accessibility | 0.092 | 0.028 |
| Model statistics | F-statistic | 126.988 (sig = 0.000) | Std. Error | 4004.668 | R2 | 0.885 | Adjusted R2 | 0.878 |
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B denotes the final coefficient in the regression function. Beta denotes the standardized coefficient in the regression function.
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