| 1. | If one imaginary root of zero is omega , omega square
假设" 0 "的虚根是 |
| 2. | If one imaginary root of zero is omega , is x an imaginary root
假设一个" 0 "的虚根是， x是虚根吗？ |
| 3. | How do you get an imaginary solution
怎样解出虚根的值呢？ |
| 4. | This is the disposition of omega , the imaginary root of omega equals ? ? 1
这就是的属性，的虚根为1 |
| 5. | Omega is an imaginary solution
就是一个虚根 |
| 6. | Simplest normal form for singularity with a pure imaginary pair and double zero eigenvalues
双零加一对纯虚根特征值系统的最简规范形 |
| 7. | This criteria contains two parts . the first is to check the delay - independent stability of a class of multiple - delay linear difference systems
这个准则包括判定一类多时滞线性差分系统的时滞无关稳定性和判定某个多参数矩阵特征方程无非零纯虚根。 |
| 8. | In the second part , when a four - dimensional smooth system has two distinct pairs of purely imaginvalues at the equilibrium y = 0 , the 5 - order normal form is given
第二部分，通过复变量替换和比较系数，在平衡点y = 0处，当特征根为两对纯虚根时，本文给出了一般的四维非线性微分方程的直到五次的规范形具体形式。 |
| 9. | At last in chapter 5 , we give proofs to some properties of real and imaginary roots of g ( a ) and a guess to express the dimensions of schubert submodules , whose proof is encountering some difficulty at present
） 。第五节我们先证明了g卜）的实根和虚根的几个性质，然后对schubert子模的维数表示给出猜想，这一猜想的证明在目前的证明中尚有困难。 |
| 10. | There are two parts in this article . part i is mainly discussing an elementary problem in kac - moody algebra : how to describe the real and imaginary root vectors corresponding to a given real or imaginary root
本文分为两个相对独立的篇章：第一部分主要讨论了kac - moody代数中的一类基本问题，即给定一个实根或虚根，其对应的实根向量和虚根向量该如何表示 |
