hasHaarMeasure
P128197
predicate
Indicates that a given mathematical object (typically a topological group or related structure) admits a well-defined Haar measure, i.e., a translation-invariant measure on its measurable subsets.
Observed surface forms (2)
- HaarMeasure ×1
- hasInvariantMeasure ×1
Sample triples (4)
| Subject | Object |
|---|---|
|
rotation group SU(2)
surface form:
SU(2)
|
finite ⓘ |
|
special unitary group SU(n)
surface form:
SU(n)
|
admits a bi-invariant probability Haar measure via predicate surface "HaarMeasure" ⓘ |
| U(1) | normalized Lebesgue measure on the circle ⓘ |
| p-adic analytic groups | Haar measure via predicate surface "hasInvariantMeasure" ⓘ |