The optimal path is not merely the shortest Euclidean distance but minimizes a composite cost: [ C(p) = \alpha \cdot d(p) + \beta \cdot t(p) + \gamma \cdot f(p) + \delta \cdot e(p) ] Where:
A critical use case is the route from Fukuoka to Sapporo. Standard road routing requires 1,800 km and 36 hours. Netpas’s multimodal engine proposes a solution: netpas
| Metric | Human Dispatcher | OSRM | Netpas (v4.2) | | :--- | :--- | :--- | :--- | | | 342 | 308 | 295 | | Empty Running Rate (%) | 28% | 22% | 18% | | Computational Time (ms/route) | 120,000 (manual) | 12 | 85 | | Toll Cost Accuracy | ±15% | ±22% | ±4% | The optimal path is not merely the shortest