1) rugged construction
坚固结构
3) stable framework
坚固框架结构
4) hard aggregate
坚固结集
5) sturdy frame
坚固构架
1.
A(M)-completely regular semiring is introduces, and the closed relationship between the subdirect product decomposition of A(M)-completely regular semiring and the subdirect product decomposition of its additive (multiplicative) reduct is given by using the concept of sturdy frame of type (2,2) algebras.
介绍了A(M)-完全正则半环,并利用(2,2)型代数的坚固构架的概念,给出了A(M)-完全正则半环的次直积分解与其加法(乘法)半群的次直积分解之间的密切联系。
2.
And it is proved that a semiring S in ■°■l is a subdirect product of a member of ■° and a member of ■l if and only if the multiplicative reduct of S is a subdirect product of a group and a semilattice by using the concept of sturdy frame of type(2,2) algebras.
O∩■°■B和■∩■°■中成员的次直积分解,并利用"(2,2)型代数的坚固构架"的概念,证明了半环S∈■°■l是■与■l中成员的次直积当且仅当S的乘法半群是群与半格的次直积。
6) Structure of hardiness
坚韧性结构
补充资料：阿难结集
【阿难结集】
（故事）佛灭后，摩诃迦叶，于摩揭陀国大石窟结集三藏时，使阿难结集经藏。见智度论二，西域记九。佛灭度后。文殊师利，弥勒诸大菩萨将阿难集摩诃衍。见智度论百。(参见：“结集”)
（故事）佛灭后，摩诃迦叶，于摩揭陀国大石窟结集三藏时，使阿难结集经藏。见智度论二，西域记九。佛灭度后。文殊师利，弥勒诸大菩萨将阿难集摩诃衍。见智度论百。(参见：“结集”)
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