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實質與貨幣內生成長模型的稅制改革政策 - 政大學術集成

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diagram of this dynamic system, as shown in Figure 2.    As documented by the literature on  dynamic rational expectations models, for example, Buiter (1984) and Turnovsky (2000b), if  the number of unstable roots equals the number of jump variables, then
Figure 2.  Phase Diagram  0 NN0xt n t1I)A( xt(1I)]A1[0 
Table 1. The Values of Parameters in the Benchmark
Figure 4-a. The Fertility Effect: Sensitivity to  
+3

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