| 1. | Here he inaugurated the spectral theory of bilinear symmetric forms .
在这里他开创了双线性对称形式的光谱理论。 |
| 2. | Nuclear rotational spectral theories and its application to superdeformed bands
转动谱的若干理论及其对超形变带的研究 |
| 3. | The spectral theory of bounded linear operaors is an important direction in functional analysis
线性算子的谱理论是泛函分析中很重要的一个研究方向。 |
| 4. | 6 . established blasting vibration hazard assessment methods on the basis of the response spectral theory , and applied to practical project
6 、应用反应谱理论建立了爆破震动危害评价方法,并应用于实际工程中。 |
| 5. | The imaging theories of doe are analysed in this paper , these theories mainly involved the dispersive theory and imaging spectral theory
本文对doe的成像理论进行分析，其中主要涉及到doe的色散理论以及doe的成像光谱理论。 |
| 6. | The last part of this thesis is to say something about the spectral theory of complete lattices and the sobrification of topological spaces
从而推广了g berry和ptaylor关于以稳定映射为态射的相应domain范畴的笛卡尔闭性的部分结果 |
| 7. | With the spectral theory of matrices , three sufficient algebraic criteria have been developed for the above multiple - delay linear difference systems . the key of the criteria is to verify that the sum of the spectrum or norm of system matrices is less than 1
借助矩阵的谱理论，获得了上述多时滞线性差分系统的充分代数准则，其核心是判定系统矩阵的谱或范数之和小于1 。 |
| 8. | The results that are quoted in this paper are classical conclusions . on the basis of the results . this paper discusses the invertibility of operators . ci operators and generalizes . some results about spectral theory of bounded operators and properties of mbekhta subspaces in terms of mbekhta subspaces
本文中引用的结论大都是此方面的经典结论。在此基础上，本文作者运用mbekhta子空间讨论了有界线性算予的可逆性， ci算子的判定。 |
| 9. | We study the spectral theory of bounded linear operators and the characterization of ci operators by way of mbekhta ' s subspaces . we find a series of operators which are ci operators by the defination and the characterization of ci operators given by weibang gong in [ 3 ]
利用mbekhta子空间研究一般有界线性算子的谱理论以及描述ci算子的特征；用ci算子的定义和判定方法寻找更广泛的ci算子；同时还讨论了广义逆算子和ci算子及mbekhta子空间的关系。 |
| 10. | The subject is related and has applications to many different branches of pure and applied science such as operator theory , functional analysis , c " - algebras , banach algebras , matrix norms , inequalities , numerical analysis , perturbation theory , matrix polynomials , systems theory , quantum physics , etc . in recent years , the quadratic numerical range , one of the most important generalizations of the numerical range , was put forward in the course of people studying the spectral theory of the block operator matrix to the need of the development of some branches mentioned above
对它们的研究涉及到了基础数学及应用数学许多不同的分支，诸如算子理论，泛函分析， c ~ * -代数， banach代数，矩阵范数，不等式，数值分析，扰动性理论，矩阵多项式，系统论，量子物理等等，并且在这些分支上面得到了广泛的应用。近年来，为了上述某些数学分支发展的需要，人们在研究分块算子矩阵谱理论的过程中引入了数值域的一个重要推广：二次数值域。 |
