configuration/reason/data/math.domain.data.json
configuration/reason/data/math.domain.data.json is a file in GovLab Context. 55 lines of code and 0 definitions.
{
"check": {
"by": ["the ontology resolution gate over the math types and foundations that name the domain"],
"population": "every math type and foundation layer that names the domain",
"freshness": "a verdict stands until the domain list or a record that names a domain changes",
"refusal": "the gate fails on a reference to a domain that does not exist",
"observation": "none: a math domain is a field of study, and nothing observes it while a run executes",
"evidence": "fires-and-accepts: a suite plants a math type that names a missing domain, and the bundled references resolve",
"authority": "the domain list, which every math type and foundation that names a domain cites"
},
"records": [
{"id": "number",
"studies": "quantity",
"question": "What can be counted or measured?"},
{"id": "algebra",
"studies": "operations and structures",
"question": "What rules govern transformations?"},
{"id": "geometry",
"studies": "space and form",
"question": "What shapes and spaces exist?"},
{
"id": "topology",
"studies": "continuity and connectivity",
"question": "What remains invariant under deformation?"
},
{"id": "analysis",
"studies": "change and limits",
"question": "How do quantities vary?"},
{"id": "logic",
"studies": "truth and inference",
"question": "What statements follow from others?"},
{"id": "set-theory",
"studies": "collection and membership",
"question": "What objects can be constructed?"},
{"id": "combinatorics",
"studies": "discrete arrangements",
"question": "How many configurations exist?"},
{"id": "probability",
"studies": "uncertainty",
"question": "What outcomes are possible and likely?"},
{
"id": "information-theory",
"studies": "information and compression",
"question": "What patterns can be encoded?"
},
{"id": "computation",
"studies": "procedures and algorithms",
"question": "What can be generated or solved?"},
{
"id": "category-theory",
"studies": "relationships between structures",
"question": "How do mathematical worlds connect?"
}
]
}