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1)  Imaginary Part
虚部
1.
Inequalities between the eigenvalues of matrices andits real parts as well as its imaginary parts;
方阵特征值及其实部、虚部之间的不等式
2.
The upper bounds and lower bounds of the matrix eigenvalues,and the inequalities of their real parts and imaginary parts are studied; meantime some new upper bounds and lower bounds of the eigenvalues are also given out in this paper.
研究矩阵的特征值的上界、下界以及特征值的实部、虚部的不等式,给出特征值的一些新的上界和下界。
3.
Under the Thermofield Dynamics, according to the cutting theorem at finite temperature a set of systematic explicit cutting rules to the Feynman diagrams and the relative Feynman rules are proposed, which can be used as an easy approach to calculate the imaginary parts of the thermal Green functions.
作为应用的例子我们分别讨论了二点、三点和四点格林函数的虚部
2)  imaginary part
虚部,虚数部分
3)  real and imaginary component
虚部与实部
4)  imaginary-part matrix
虚部矩阵
1.
The paper introduces that both real-part matrix and imaginary-part matrix can be inversed and talks about that real-part can be inversed and imaginary-part matrix can be fallen into two complex matrix of two-vector product for the way to inverse.
介绍了实部矩阵、虚部矩阵均可逆和实部矩阵可逆、虚部矩阵可分解成2个向量乘积的两种复数矩阵的求逆方法,给出了这两种复数矩阵求逆矩阵的计算公式,并通过具体的实例来验证方法的可行性。
5)  imaginary part potential
虚部势
6)  Real and imaginary parts
虚实部
补充资料:九日逢虚中虚受
【诗文】:
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【出处】:
全唐诗:卷842-29
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