本文采用科斯的交互分析方法、制度变迁理论以及利益集团博弈论论证了非正规金融正规化的重要性与可能性。
We use Coase's interactive method, the theory of institutional change and groups'game to demonstrate the importance and possibilities of regularization of informal finance.
采用有限温度下维数正规化的方法在任意协变规范下精确地计算了双圈QED的热力学势及其交叉发散。
The dimensional regularization at finite temperature is applied to calculate accurately the thermodynamic potential of two-loop QED and the overlapping divergences at arbitrary gauge.
利用矩阵的相似概念，本文提出一种多变量系统对角优势化和近似正规化的补偿方法。
A compensating approach to the diagonal domination and approximate normalization of multivariable systems is presented in this paper in view of the matrix similarity concept.
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