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Table 1 Exhaustive case discrimination of 2 × 18 possible transitions
Scenario | Regulatory Option I | Regulatory Option II | ||||
|---|---|---|---|---|---|---|
Final choice set \(\mathbf{\overline{\mathrm{C}}}\) | (Solo) Car \(\mathbf{\overline{1 }}\) | FITS—public Tpt | (Solo) Car \(\mathbf{\overline{1 }}\) | FRS \(\mathbf{\overline{2 }}\) | On-demand \(\mathbf{3,4,5}\) | |
Initial choice set \(\mathbf{\mathrm{C}}=\textbf{m}\) | Â | FRS \(\mathbf{overline{2 }}\) | On_Demand \(2\mathbf{\mathrm{A }}\bigvee 2\mathbf{\mathrm{B}}\bigvee 2\mathbf{\mathrm{C}}\) | Â | Â | Â |
(a) Elective user, PT available \(\left\{1, 2\right\}\) \(m\)* = 1 chosen | 12a-I-1 | 12a-I-2 | 12a-I-2A \(\bigvee\) 12a-I-2B \(\bigvee\) 12a-I-2C | 12a-II-1 | 12a-II-2 | 12a-II-3 12a-II-4 12a-II-5 |
(b) \(m\)* = 2 chosen | 12b-I-1 | 12b-I-2 | 12b-I-2A \(\vee\) 12b-I-2B \(\vee\) 12b-I-2C | 12b-II-1 | 12b-II-2 | 12b-II-3 12b-II-4 12b-II-5 |
Elective user, PT unavailable \(\sigma_{{\mathbf{L}}} = 0\) & \(\vartheta_{1} \%\) Car Captive \(\left\{ 1 \right\}\) | 1-I-1 | – | 1-I-2A \(\vee\) 1-I-2B \(\vee\) 1-I-2C | 1-II-1 | – | 1-II-3 1-II-4 1-II-5 |
\(\vartheta_{2}\)% PT Captive/Car unavailable \(\left\{ 2 \right\}\) | – | 2-I-2 | 2-I-2A \(\vee\) 2-I-2B \(\vee\) 2-I-2C | – | 2-II-2 | 2-II-3 2-II-4 2-II-5 |