宏观干预与通货膨胀

Macro-intervention and Inflation

从G函数这个理论范式出发,构造出反映生产与金融并行的市场经济模型;并在局部均衡的意义上给定了相应的固定数量约束条件,从而将货币投入量或货币供给水平耦合到了模型之中,得到了可以进行货币使用量分析的初始结构。依据经济内在的固定替代弹性规律,计算出固定替代弹性矩阵,实际上就得出了经济运行的本底背景,置于该背景上的经济结构及其格局变化,便归于了增长率与约束条件相互独立变化的交叉效应结果。据此,通过实际观测货币数量的增长率与货币约束最小紧缩率之间存在的差距,陈述了通货膨胀的确切定义;再通过最小紧缩率的结构,分析出宏观干预的切入点和干预行为的陈述;最后计算出宏观干预的测度。

Starting with the theoretical paradigm of the G function,the market economy model is constructed to reflect the concurrent operation of production and finance.Given the restraint to the corresponding fixed quantity in the sense of partial balance,the primary structure is obtained,in which the quantity of currency input or the level of currency supply is integrated.The primary structure can be used in the analysis of the quantity of currency employed in the economic operation.Based on the law of Constant Elasticity of substitution is computed the matrix of constant elasticity of substitution,which means the basic background of the economy running.Against the background,the changes in the structure of the economy and in its pattern are attributed to the cross effects between rate of growth in sector and the change in restraint.From this,the definition of inflation is given exactly by the difference between the growth rate of currency quantity observed in practical economy and the computed minimum reducing rate of restraint to currency quantity.Then the structure of this minimum reducing rate can be used to analyze the entry point of intervention at a macro level and the structure of the optimal behavior of the intervention.Finally,the measurements of macro-intervention are calculated.