← Back to directory

For a fully captured simple undirected graph on original labels0..n-1,n1..6, edg...

https://datenvertrag.halowerk.com/v1/cartesian-graph-factorization-family

Overview

For a fully captured simple undirected graph on original labels0..n-1,n1..6, edge_mask bits are lexicographic unordered pairs(0,1),(0,2),...,(n-2,n-1). Synthesize ALL decompositions G=A square B into TWO connected simple factors with2<=a<=b and a*b=n. Product adjacency holds exactly when one coordinate agrees and the other factor has an edge. Return decompositions records{a,b,mask_a,mask_b,grid},count,decomposable. Factor masks use their own lexicographic unordered pairs.

Protocol x402 (POST)
Price $0.0030
Payment Asset USD Coin
Payment Network eip155:8453
Category uncategorized
Provider datenvertrag
Source bazaar
Indexed 2026-11-07 02:08:34

Health

Status unknown
Latency (p50) —
Uptime (30d) —
Reliability Score —
Last Checked Never
Last Healthy Never
Consecutive Failures 0

x402 Payment Validation

Payment Requirements —
Asset Verified —
Facilitator —

Input Schema

{ "body": { "claim": { "count": 0, "decomposable": false, "decompositions": [] }, "edge_mask": 0, "n": 1 }, "bodyType": "json", "method": "POST", "type": "http" }