Research Article
[Retracted] Research on Optimal Route Planning for Self-Driving Tour Based on Road Network Structure
Algorithm 1 Pseudo code of Bellman-Ford algorithm
| Bellman-Ford Algorithm | | Input k: information of network topology | | Output: shortest path between nodes (x for start node, y for end node) | | Initialization | (1) | for all y in network | (2) | dx(y) = c(x, y)/∗if y is not a neighbor, then c(x, y) = ∞ | (3) | for each neighbor : | (4) | (y) = ∞ for (y) = ∞ | (5) | for each neighbor : | (6) | Send distance vector dx = [dx(y): y in N]tow | | Loop: | (7) | wait until a link cost change or receive a distance vector from neighbor | (8) | for each y in network: | (9) | dx(y) = min v{c(x, y) + (y)} | (10) | if dx(y) changed for any y: | (11) | Send distance vector dx = [dx(y): y in N] to all neighbors | | Forever |
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