Recorded data and provenance for the associated calculation.
| checks_passed | 110 |
|---|---|
| scope | Exact frozen principal symbol on a static single-geodesic orientation background; no general hyperbolicity, particle solution or fixed-flux guide existence claim |
View complete data
{
"checks_passed": 110,
"cases": [
{
"complex_normal_rank": 2,
"orientation_real_dimension": 2,
"unit_geodesic_curvature_gram_eigenvalues": {
"0": 1,
"1": 1
}
},
{
"complex_normal_rank": 3,
"orientation_real_dimension": 6,
"unit_geodesic_curvature_gram_eigenvalues": {
"0": 1,
"1": 1,
"1/4": 4
}
},
{
"complex_normal_rank": 4,
"orientation_real_dimension": 12,
"unit_geodesic_curvature_gram_eigenvalues": {
"0": 3,
"1": 1,
"1/4": 8
}
}
],
"occupied_cases": [
{
"real_depth": 2,
"even_carrier": 2,
"complex_normal_rank": 4,
"hodge_coefficient": 0
},
{
"real_depth": 3,
"even_carrier": 4,
"complex_normal_rank": 3,
"hodge_coefficient": 1
},
{
"real_depth": 4,
"even_carrier": 4,
"complex_normal_rank": 3,
"hodge_coefficient": 1
},
{
"real_depth": 5,
"even_carrier": 6,
"complex_normal_rank": 2,
"hodge_coefficient": 0
},
{
"real_depth": 6,
"even_carrier": 6,
"complex_normal_rank": 2,
"hodge_coefficient": 0
},
{
"real_depth": 10,
"even_carrier": 10,
"complex_normal_rank": 0,
"hodge_coefficient": 0
}
],
"sources": {
"experiments/canonical-orientation-action-checks.py": "558fef66e5251e2c77c68da1b8d7cbc10a77fea54599d2160e7dbee50be9f523"
},
"scope": "Exact frozen principal symbol on a static single-geodesic orientation background; no general hyperbolicity, particle solution or fixed-flux guide existence claim"
}