Research Article
A Queuing Network Based Optimization Model for Calculating Capacity of Subway Station
Table 3
Optimal selection probability.
| Selection probability | Value |
| A1 → B1 | 0.231 | A1 → B2 | 0.535 | A1 → B3 | 0.234 | A2 → B1 | 0.212 | A2 → B2 | 0.637 | A2 → B3 | 0.151 | A3 → B1 | 0.231 | A3 → B2 | 0.548 | A3 → B3 | 0.221 | B1 → C1 | 0.261 | B1 → C2 | 0.101 | B1 → C3 | 0.182 | B1 → C4 | 0.11 | B1 → C5 | 0.09 | B1 → C6 | 0.256 | B2 → C1 | 0.212 | B2 → C2 | 0.15 | B2 → C3 | 0.13 | B2 → C4 | 0.15 | B2 → C5 | 0.147 | B2 → C6 | 0.211 | B3 → C1 | 0.198 | B3 → C2 | 0.158 | B3 →C3 | 0.143 | B3 → C4 | 0.149 | B3 → C5 | 0.154 | B3 → C6 | 0.198 |
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