【ぜろいんし】

    noun (common) (futsuumeishi)
  1. zero divisor; null factor; nil factormathematics
Forms
  • 【ぜろいんし】【れいいんし】
  • ぜろいんし
  • れいいんし
Generated definitions (experimental)
  1. zero divisor; null factor; nil factor
    2. This term refers to an element in a mathematical structure, such as a ring or field, that, when multiplied by another non-zero element, results in zero. It highlights special properties in algebraic contexts.
    In a ring, when zero divisors exist, normal division does not hold.
    In the ring of integers that has zero divisors, certain calculations can lead to problems.
Generated collocations (experimental)
definition of a zero divisorto have a zero divisorto use a zero divisorproperties of zero divisorszero divisor ringexample of a zero divisorto become a zero divisor when divided by zeroappropriate zero divisorzero divisor in mathematics
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