| 单词 |
quotient ring |
| 释义 |
quotient ring
quotient ring[′kwō·shənt ‚riŋ] (mathematics) A ring R / I whose elements are the cosets rI of a given ideal I in a given ring R, where the additive and multiplicative operations have the form: r1 I + r2 I ≡ (r1+ r2) I and r1 I · r2 I ≡ (r1· r2) I. Also known as factor ring; residue class ring. |
| 随便看 |
- popovic, koca
- popovic, milentije
- popov, igor
- popov, igor aleksandrovich
- popov, iurii
- popov, iurii lazarevich
- popov, ivan
- popov, ivan ivanovich
- popov, ivan semenovich
- popovka
- popovkin, evgenii
- popovkin, evgenii efimovich
- popov, konstantin
- popov, konstantin mikhailovich
- popov, leon
- popov, leonid
- popov, leonid andreevich
- popov, leon khristoforovich
- popov, lukian
- popov, lukian vasilevich
- popov, markian
- rlssa
- rlssc
- rlssq
- rlssr
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