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bn:01529264n
Noun Concept
Categories: Ring theory, Abstract algebra stubs
EN
Schreier domain  Primal element
EN
In abstract algebra, a Schreier domain, named after Otto Schreier, is an integrally closed domain where every nonzero element is primal; i.e., whenever x divides yz, x can be written as x = x1 x2 so that x1 divides y and x2 divides z. Wikipedia
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EN
In abstract algebra, a Schreier domain, named after Otto Schreier, is an integrally closed domain where every nonzero element is primal; i.e., whenever x divides yz, x can be written as x = x1 x2 so that x1 divides y and x2 divides z. Wikipedia
Wikipedia
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Schreier domain
Wikidata
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Schreier domain
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Primal element

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