Graph Algorithms: Floyd-Warshall All-Pairs Shortest Distances is a paid API for AI agents from graph-algorithms.x402tookit.com, paid per call via x402, $0.03/call, status unknown (last checked 2026-11-02).
Computes all-pairs shortest distances for a weighted directed or undirected graph of up to 100 nodes using Floyd-Warshall, detecting negative cycles.
Floyd-Warshall all-pairs shortest distances for up to 100 nodes; negative weights ok; detects negative cycles.
Returns a full distance matrix (2D array of shortest distances between all node-pairs), a sorted node order array, node count, edge count, reachable pairs count, a flag indicating if the graph is directed, and optionally the shortest path and distance between a specified source and target node. If a negative cycle is detected, returns a verdict and reasons describing it.
GEThttps://graph-algorithms.x402tookit.com/all-pairs-shortest?utm_source=zero.xyzUse this endpoint when you need shortest distances between ALL pairs of nodes simultaneously (not just from a single source), especially when the graph may contain negative edge weights. Prefer this over Dijkstra (single-source, no negative weights) or Bellman-Ford (single-source) when you need the complete O(n²) distance matrix in one call. Ideal for small-to-medium graphs up to 100 nodes. If the graph is a DAG and you only need ordering, prefer the topological sort endpoint instead.
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