subring
导读:subring读音音标
英 [\'sʌbrɪŋ]美 [\'sʌbˌrɪŋ]
subring意思解释
n.子环; 英英释义 SubringIn mathematics, a subring of R is a subset of a ring that is itself a
英 [\'sʌbrɪŋ]美 [\'sʌbˌrɪŋ]
subring意思解释
n.子环; 英英释义 SubringIn mathematics, a subring of R is a subset of a ring that is itself a

subring读音音标
英 [\'sʌbrɪŋ]
美 [\'sʌbˌrɪŋ]
subring意思解释
n.
子环;
英英释义
SubringIn mathematics, a subring of R is a subset of a ring that is itself a ring when binary operations of addition and multiplication on R are restricted to the subset, and which contains the multiplicative identity of R. For those who define rings without requiring the existence of a multiplicative identity, a subring of R is just a subset of R that is a ring for the operations of R (this does imply it contains the additive identity of R).
