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idempotent's Usage Examples:

it is idempotent, that is, ρ ρ 2 {\displaystyle \rho \rho ^{2}}.

} A matrix M is idempotent when M 2 M.

and multivariate statistics, the centering matrix is a symmetric and idempotent matrix, which when multiplied with a vector has the same effect as subtracting.

for which x2 x for all x in R, that is, a ring that consists only of idempotent elements.

+,·) is an additively idempotent semifield with the semifield sum defined to be the supremum of two elements.

Idempotent matrices generalize the idempotent properties of 0 and 1.

} Such an element p is called a separability idempotent, since it satisfies p 2 p {\displaystyle p^{2}p} .

Conversely, any additively idempotent semifield.

If all elements are idempotent with respect to •, then • is called idempotent.

A split endomorphism is an idempotent endomorphism f if f admits a decomposition f h ∘ g.

Or in sequent calculus notation,\frac{\Gamma,C,C\vdash B}{\Gamma,C\vdash B}In linear and affine logic, entailment is not idempotent.

This proof makes no use of idempotents and does not reprove the transitivity of Remak"s theorems.

as safe, should also be idempotent, as HTTP is a stateless protocol.

Synonyms:

unchanged,

Antonyms:

changed, altered,