idempotent in a sentence
pronunciation: [ [ 'aidəmˌpəutənt ] ]
Examples
- An idempotent matrix is always diagonalizable and its eigenvalues are either 0 or 1.
- It can be shown that the only idempotent probability measures on a compact subgroups.
- Likewise, the second axiom appears to be describing the commutation of two idempotents.
- In an inverse semigroup the entire semilattice of idempotents is a p-system.
- Kleene algebras are additively idempotent but not all quasi-regular semirings are so.
- It is an example of a closure operator; all closure operators are idempotent functions.
- Commutative idempotent quasigroups satisfying this additional property are called " Steiner quasigroups ".
- Local rings also don't have such idempotents, but for a different reason.
- As an illustration, a proof is given below for the idempotent law for union.
- The elements in bold are the idempotents.