hasIrreducibleRepresentationOfDimension
P77171
predicate
Indicates that an entity possesses an irreducible representation whose vector space has the specified dimension.
Observed surface forms (7)
| Surface form | Occurrences |
|---|---|
| hasIrreducibleRepresentation | 7 |
| hasFundamentalRepresentation | 4 |
| hasAdjointRepresentationDimension | 1 |
| hasIrreducibleComplexCharacters | 1 |
| hasNontrivialSmallRepresentationDimension | 1 |
| hasRepresentationDimension | 1 |
| hasSmallestNontrivialComplexRepresentationDimension | 1 |
Sample triples (19)
| Subject | Object |
|---|---|
| Monster group | 196883 ⓘ |
| Monster group | 1 ⓘ |
| Monster group | 21296876 ⓘ |
| SU(3) | 3 via predicate surface "hasFundamentalRepresentation" ⓘ |
| SU(3) | 8 via predicate surface "hasAdjointRepresentationDimension" ⓘ |
| SU(3) | 3 via predicate surface "hasIrreducibleRepresentation" ⓘ |
| SU(3) | 3̄ via predicate surface "hasIrreducibleRepresentation" ⓘ |
| SU(3) | 6 via predicate surface "hasIrreducibleRepresentation" ⓘ |
| SU(3) | 8 via predicate surface "hasIrreducibleRepresentation" ⓘ |
| SU(3) | 10 via predicate surface "hasIrreducibleRepresentation" ⓘ |
| SU(3) | 15 via predicate surface "hasIrreducibleRepresentation" ⓘ |
| baryon decuplet | 10 via predicate surface "hasRepresentationDimension" ⓘ |
| SL(2,C) | 2-dimensional complex representation via predicate surface "hasFundamentalRepresentation" ⓘ |
| Spin(2,d) | spinor representation via predicate surface "hasFundamentalRepresentation" ⓘ |
| Fischer–Griess Monster | 196883 via predicate surface "hasNontrivialSmallRepresentationDimension" ⓘ |
| M | 194 via predicate surface "hasIrreducibleComplexCharacters" ⓘ |
| M | 196883 via predicate surface "hasSmallestNontrivialComplexRepresentationDimension" ⓘ |
| sl(2,C) | 2-dimensional defining representation on C^2 via predicate surface "hasFundamentalRepresentation" ⓘ |
| sl(2,C) | (n+1)-dimensional representation for each n ∈ N via predicate surface "hasIrreducibleRepresentation" ⓘ |