Hilbert space
- CURIE:
gmeow:frameKindHilbert - IRI: https://blackcatinformatics.ca/gmeow/frameKindHilbert
- Category: individual
- Defined by:
gmeow:slices/places - Box roles: ABox role (What is this?)
An inner-product space that is complete with respect to the norm induced by the inner product; may be infinite-dimensional. The ontology models this with dimensionCount 1 and a single axis, leaving actual dimensionality to solver-layer matrix attributes (Principle 12).
Structure
Types: gmeow:FrameKind
Practical Pattern
Use gmeow:frameKindHilbert as a controlled value typed as gmeow:FrameKind.
Common Companion Terms
External Equivalences
Equivalent or closely aligned targets: wd
Linkages
Generated from the canonical mapping DSL. SSSOM files are the generated public interchange form for term equivalences.
Term Equivalences
| Source | Kind | Profile | Predicate/Relation | Target | Evidence |
|---|---|---|---|---|---|
gmeow:frameKindHilbert |
equivalence | - |
skos:closeMatch | wd:Q190056 | gmeow-places.sssom.tsv; gmeow:eqPlaces152; confidence 0.95 |