Graph Algorithms – Topological Sort (Kahn with Parallel Layers) 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 a topological ordering of a directed graph using Kahn's algorithm, grouping nodes into parallel execution layers; if a cycle exists, returns the cycle's nodes instead.
Topological order of a directed graph (Kahn) with parallel layers; on a cycle returns the cycle's nodes.
Returns a flat topological order array of node names, a layers array grouping nodes that can execute in parallel (each layer is an array of node names), node count, edge count, critical path length, and an asOf timestamp. If the graph contains a cycle, returns the cycle's nodes instead of an order, along with a summary and reasons explaining the cycle detection.
GEThttps://graph-algorithms.x402tookit.com/topological-sort?utm_source=zero.xyzUse this endpoint when you need to determine a valid execution order for nodes in a directed acyclic graph, especially when you also want to know which nodes can be processed in parallel (layers). It also doubles as a cycle detector for directed graphs — if a topological order cannot be computed, the cycle is reported. Prefer this over Tarjan/SCC endpoints when your primary goal is ordering rather than component membership, and over Floyd-Warshall or Dijkstra when you don't need shortest paths but just dependency ordering.
| Field | Type | Description |
|---|---|---|
| inputrequired | object | |
| output | object |
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