Graph Algorithms: Bellman-Ford Shortest Paths is a paid API for AI agents from graph-algorithms.x402tookit.com, paid per call via x402, $0.02/call, status unknown (last checked 2026-11-02).
Computes single-source shortest paths using the Bellman-Ford algorithm, supporting negative edge weights and detecting negative cycles reachable from the source.
Bellman-Ford shortest paths with negative weights; reports a negative cycle reachable from the source.
Returns a structured object including: a verdict (e.g. 'negative cycle detected' or 'path found'), a summary string, the shortest path as an ordered list of node names (if a target is given), total distance, hop count, a map of distances from the source to all reachable nodes, edge and node counts, whether the graph is directed, and any reasons or warnings. If a negative cycle reachable from the source is detected, the verdict and reasons fields indicate this clearly.
GEThttps://graph-algorithms.x402tookit.com/bellman-ford?utm_source=zero.xyzChoose this endpoint over Dijkstra when your graph contains negative edge weights, since Dijkstra does not support them. Prefer this over Floyd-Warshall when you need single-source shortest paths (not all-pairs) or your graph has more than 100 nodes. Use this specifically when you need to detect negative cycles reachable from a given source node, such as arbitrage detection in financial graphs or constraint satisfaction problems. If you only need all-pairs shortest paths on a small graph, Floyd-Warshall may be more appropriate.
| Field | Type | Description |
|---|---|---|
| inputrequired | object | |
| output | object |
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