ideal (Q2142)

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additive subgroup of a ring closed under multiplcation by arbitrary ring element
Language Label Description Also known as
English
ideal
additive subgroup of a ring closed under multiplcation by arbitrary ring element

    Statements

    Wikidata QID
    Q44649
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    subclass of
    abelian group
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    rng
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    submodule
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    part of
    ring
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    Freebase ID
    /m/06gw1
    1 reference
    stated in
    Freebase Data Dumps
    publication date
    28 October 2013
    MathWorld ID
    Ideal
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    BabelNet ID
    01952066n
    1 reference
    stated in
    BabelNet
    Encyclopædia Britannica Online ID
    topic/ideal-mathematics
    subject named as
    ideal
    author name string
    William L. Hosch
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    studied in
    ring theory
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    Microsoft Academic ID
    121950690
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    FAST ID
    966851
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    GND ID
    4161198-6
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    Bibliothèque nationale de France ID
    119794357
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    different from
    ideal
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    fractional ideal
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    Den Store Danske ID
    ideal
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    ProofWiki ID
    Definition:Ideal_of_Ring
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    Gran Enciclopèdia Catalana ID
    ideal-1
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    Metamath statement ID
    df-lidl
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