local

/ˈləʊ.kl̩/

Frekvensrangering #285

local

Definisjoner

  1. Adjektiv

    Coming from or found in the area near you.

    Eksempler

    • We prefer to buy local vegetables.
    • The local bakery opens at six every morning.
  2. Adjektiv

    Stored on your own computer, not on a network or server.

    Eksempler

    • I saved a local copy of the file.
    • The program keeps a local disk cache for speed.
  3. Adjektiv

    In programming, only usable inside one part of a program.

    Eksempler

    • Declare the variable as local so it stays inside the function.
    • Local variables disappear once the function returns.
  4. Adjektiv

    Affecting only one small part of the body.

    Eksempler

    • The doctor used local anesthesia on my hand.
    • The rash was local and did not spread.
  5. Adjektiv

    In mathematics, true in a small area around every point.

    Eksempler

    • This space has a local property at every point.
    • The shape looks flat when you check it locally.
  6. Adjektiv

    In mathematics, true for arbitrarily small areas around every point.

    Eksempler

    • The space is local because every point has tiny neighborhoods with the property.
    • Mathematicians study local compactness in this space.
  7. Adjektiv

    In group theory, true when every small part of the group has the property.

    Eksempler

    • A group is local if each finitely generated part has the property.
    • We checked the local property one subgroup at a time.
  8. Adjektiv

    In algebra, true for an object when it is true in each of its simpler local versions.

    Eksempler

    • Flatness is a local property in algebra.
    • Being finitely generated is not a local property.
  9. Adjektiv

    In group theory, showing up in the behavior of certain smaller parts of a group.

    Eksempler

    • The theorem shows this property is local.
    • Group theorists call such a property local for this reason.
  10. Adjektiv

    In algebra, having exactly one largest ideal.

    Eksempler

    • A local ring has exactly one maximal ideal.
    • The theorem applies only to local rings.

Lignende ord