| 1. | Representation theorem of interval - valued fuzzy sets
区间值模糊集合的表现定理 |
| 2. | Decomposition and representation theorems of l - fuzzy mappings
映射的分解与表现定理 |
| 3. | Decomposition theorem and representation theorem of fuzzy rough sets
模糊粗糙集的分解定理及表现定理 |
| 4. | On extension of isometries between the unit spheres
型空间的单位球面间满等距映射的表现定理及等距延拓 |
| 5. | Decomposition theorem and representation theorem on rough fuzzy numbers
粗糙模糊数的分解定理和表现定理 |
| 6. | A new description of representation theorem for interval valued fuzzy sets
区间值模糊集合表现定理的一种新刻画 |
| 7. | Based on the concept of the both - branch fuzzy set , the intersection - representation theorem of the both - branch fuzzy set is put forward
摘要利用双枝模糊集的概念，提出了双枝模糊集表现定理的对偶形式，即交表现定理。 |
| 8. | In chapter ii we give the representation theorem of the anisotropic class besov and get the estimation of m - term approximation of it . in chaper iii the rate of m - term approximation of the anisotropic low smooth class is camputated
在第二章先给出了各向异性besov类的表现定理，求出它的m项三角逼近的渐进阶，并给出定理应用。 |
| 9. | Based on intersection - representation theorems , the relationships between the intersection - representation theorem and the union - representation theorem of the both - branch fuzzy set are analyzed , and its operational property is discussed
利用交表现定理分析了双枝模糊集的运算性质，讨论了双枝模糊集并表现定理与交表现定理的关系。 |
| 10. | The results indicate that the intersection - representation theorem of the both - branch fuzzy set is the general form of the intersection - representation theorem of the zadeh fuzzy set , and the intersection - representation theorem of the zadeh fuzzy set is the special form of the intersection - representation theorem of the both - branch fuzzy set
通过分析得到：双枝模糊集交表现定理是单枝模糊集交表现定理的一般形式，单枝模糊集交表现定理是双枝模糊集交表现定理的特例。 |
