| 1. | We shall prove the following ungainly technical lemma .
我们来证明下面的冗长的技术性的引理。 |
| 2. | Note that this proof uses the strong version of the artinrees lemma .
请注意这个证明使用了Artin-Rees引理的强形式。 |
| 3. | Sperner's lemma concerns the decomposition of a simplex into smaller simplices .
斯波纳引理涉及到把一个单纯形分解为较小的单纯形的问题。 |
| 4. | We shall deduce the result from a lemma about euler trails in directed multigraphs .
我们用一个关于有向重图中尤拉迹的引理来证明这个定理。 |
| 5. | Another proof for a combinatorial lemma of liao
廖山涛一个组合引理的又一证明 |
| 6. | In this paper , we gave the answer
也就是引理3而在引珊中，当札fo ， n 。 |
| 7. | An extension and a correction concerning raney ' s lemma
引理的修正与扩展 |
| 8. | A lemma on the - singularity of matrices its application
关于矩阵非奇异性的一个引理及应用 |
| 9. | Extensions of schwarz ' s jemma and its application
引理的几个推广与应用 |
| 10. | Stability problem ; shadowing lemma ; - quasi - hyperbolic sequence
稳定性问题伪轨跟踪引理拟双曲序列 |
