An algebra test agent needs the complete subgroup lattice of a small explicit fi...
https://detect.halowerk.com/v1/F-NIGHT-ECMA/finite-group-cayley-subgroup-latticeOverview
An algebra test agent needs the complete subgroup lattice of a small explicit finite group multiplication table, including normality and cover relations. Not a supplied subgroup member query, free-group word membership or Green principal-ideal classes.
Protocol
x402 (POST)
Price
$0.0030
Payment Asset
USD Coin
Payment Network
eip155:8453
Category
uncategorized
Provider
detect
Source
bazaar
Indexed
2026-11-02 19:28:36
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": {
"artifact": {
"group_lattice": {
"claim": 3,
"table": [
[
0,
1
],
[
1,
0
]
]
}
}
},
"bodyType": "json",
"method": "POST",
"type": "http"
}
Output Schema
{
"example": {
"billable": true,
"findings": [
{
"confidence": 95,
"evidence": [
{
"page_indices": [],
"page_url": null,
"pattern": "finite-group-cayley-subgroup-lattice_scoped_evidence",
"type": "artifact"
}
],
"limits": [
"Own exact mathematical rule; no SDK final-answer wrapper, contacts or security judgment."
],
"module": "finite-group-cayley-subgroup-lattice",
"state": "observed",
"value": {
"claim_matches": false,
"covers": [
[
0,
1
]
],
"identity": 0,
"subgroup_count": 2,
"subgroups": [
{
"members": [
0
],
"normal": true
},
{
"members": [
0,
1
],
"normal": true
}
]
},
"warnings": []
}
],
"known_count": 1,
"scope": {
"contact_values_returned": false,
"network": false,
"supplied_artifact_only": true
},
"warnings": []
},
"type": "json"
}