| 1. | The central notion in commutative algebra is that of a prime ideal .
交换代数中最核心的概念就是素理想。 |
| 2. | Fuzzy prime ideals and fuzzy prime radicals over semiring
半环上的模糊素理想和模糊素根 |
| 3. | Prime ideals and the prime radical of rings of generalized power series
广义幂级数环的素理想和素根 |
| 4. | Some notes on the fuzzy prime ideal and fuzzy congruence of semigroups
关于半群的模糊素理想与模糊同余的几个注记 |
| 5. | L - fuzzy prime ideals redefined
素理想的再定义 |
| 6. | Boolean prime ideal theorem
布伦素理想定理 |
| 7. | Associated prime ideal
相伴素理想 |
| 8. | On the prime ideal space of distributive lattice with bounds , a representation of lattice implication algebra was given . and with the help of the limit of set , the properties of this representation were discussed . finally , some of properties of any subset ' s limit of lattice implication algebra have been proved
具体作了以下三方面的工作： 1 、在有界分配格的素理想空间上给出了格蕴涵代数的一个表示，并借助集合的无限运算系统地讨论了表示的性质，得出了格蕴涵代数中任意子集无限运算的若干性质。 |
