1) strong right normal idempotent semiring of left zero idempotent semirings
左零幂等半环的强右正规幂等半环
2) pseudo-strong right normal idempotent semiring of left zero semirings
左零半环的伪强右正规幂等半环
1.
and this kind of idempotent semiring is a pseudo-strong right normal idempotent semiring of left zero semirings,This result gets the characterization of the direct product of this kind of idempotent sermiring and a ring as a pseudo-strong right normal idempotent semiring of left rings.
本文讨论了满足a+ab=a+b的幂等半环的结构,给出这种幂等半环是左零半环的伪强右正规幂等半环,并得出这种幂等半环与环的直积是左环的伪强右正规幂等半环。
3) pseudo-strong right normal idempotent semiring of C-semirings
C-半环的伪强右正规幂等半环
4) A-idempotent semiring
A幂等半环
5) idempotent semiring
幂等元半环
1.
On bi-closed subbands of a band and free idempotent semirings;
带的双闭子带和自由幂等元半环(英文)
6) V-idempotent semiring
V-幂等半环
1.
It is proved that V-idempotent semiring is normal if and only if it is a pseudo-strong right normal idempotent semiring of left zero semirings,and the direct product of left normal V-idempotent semiring with a ring is a pseudo-strong semilattice idempotent semiring of left rings,and some corollaries.
证明了V-幂等半环是正规的当且仅当它是左零半环的伪强右正规幂等半环,并得出左正规V-幂等半环与环的直积是左环的伪强半格幂等半环,及相关结论。
补充资料：半链环
半链环
semi-chain ring
半链环[骊~d‘n帆;nooen“oe，“0]，车(右)(Ieft(月沙t)) 环，是其自身上的左(右)半链模(s蒯~chainmodUle).丑.A.众叩朋KoR撰【补注】这样的环也称为右列环(电11t serial nng)(相应地，左列环(left sehal nng)).列环(serial nng)是同时为左和右列的环列环的一个例子是域上的单变量的形式幂级数环.
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条