你即將離開本站

並前往https://arbital.com/p/integral_domain/

Integral domain - Arbital

That is, an integral domain is one which has no "zero divisors": 0 cannot be nontrivially expressed as a product. (For uninteresting reasons, we also ...

確定！ 回上一頁

查詢 「Integral domain」的人也找了：

  1. integral domain中文
    2.
  2. Field is integral domain
    3.
  3. Principal ideal
    4.
  4. Integral domain 中文
    5.
  5. Finite integral domain is a field
    6.
  6. Principal ideal domain
    7.
  7. Unique factorization domain
    8.
  8. Integral domain characteristics
    9.