closedUnder
P19426
predicate
Indicates that applying a specified operation to elements within a set always produces a result that is also an element of that same set.
Sample triples (15)
| Subject | Object |
|---|---|
|
Abelian groups
surface form: "Abelian group"
|
finite sums of elements → |
|
Abelian groups
surface form: "Abelian group"
|
taking inverses → |
| Gaussian integers | addition → |
| Gaussian integers | multiplication → |
| Gaussian integers | subtraction → |
| Noetherian module | finite direct sums → |
| Noetherian module | taking quotients → |
| Noetherian module | taking submodules → |
| Riemann integral | addition of integrable functions → |
| Riemann integral | scalar multiplication of integrable functions → |
| Telesterion at Eleusis | Christian emperors of the Roman Empire → |
|
von Neumann algebras
surface form: "von Neumann algebra"
|
addition → |
|
von Neumann algebras
surface form: "von Neumann algebra"
|
adjoint operation → |
|
von Neumann algebras
surface form: "von Neumann algebra"
|
operator multiplication → |
|
von Neumann algebras
surface form: "von Neumann algebra"
|
scalar multiplication → |