left zero meaning in Chinese
左零
Examples
- Theorem 1 . 2 . 5 a semiring s is a normal a - idempotent semiring , if and only if s is a strong right normal idempotent semiring of left zero idempotent semirings
5半环s是正规a -幂等半环，当且仅当s是左零幂等半环的强右正规幂等半环。定理1 - Theorem 2 . 2 . 4 a semiring s is an additive normal c - idempotent semiring , if and only if s is a pseudo - strong right normal idempotent semiring of left zero semirings
4s是加法正规c一幂等半环，当且仅当s是左零半环的伪强右正规幂等半环定理2 - Theorem 3 . 3 s is a " d - idempotent semiring , then s is an additive normal idempotent semiring , if and only if s is a pseudo - strong right normal idempotent semiring of left zero semirings
3s是d一幂等半环，则s为加法正规幂等半环，当且仅当s是左零半环的伪强右正规幂等半环 - And by this we have the structure of the normal idempotent semiring which satisfies the identity ab + b = a + b arises as a strong right normal idempotent semiring of left zero idempotent semirings , and some corollaries
利用这一结构证明了满足等式ab + b = a + b的正规幂等半环是左零幂等半环的强右正规幂等半环，及相关推论。 - And in the last chapter , we also have the idempotent semiring which satisfies the identity a + ab + a = a + b is an additive normal idempotent semiring , if and only if it is a pseudo - strong right normal idempotent semiring of left zero semirings , and other corollaries
第三章，证明了满足等式a + ab + a = a + b的幂等半环是加法正规的，当且仅当它是左零半环的伪强右正规幂等半环，及相关推论。