Distortionary Taxes and Public Investment in a Model of Endogenous Investment Specific Technological Change
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...21 See Appendix A for derivations. n1P ¼ xPnP ;n2P ¼ 1−xPð ÞnP ; ð18Þ where ΦP is given by ΦP ¼ 1− αβ 1−βγð Þ−β2μ 1−γð Þ h i 1−βγð Þ−β2 1−γð Þ þ αβ3 1−γð Þ ; ð19Þ and xP is given by xP ¼ 1−αð Þ 1−βγð Þ−β2μ 1−γð Þ−β2 1−γð Þ 1−ΦPð Þ n o 1þ ξð Þ 1−αð Þ 1−βγð Þ−β2μ 1−γð Þ−β2 1−γð Þ 1−ΦPð Þ n o þ βθ 1−ΦPð Þ : ð20Þ Proof....
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...See Appendix C. ■ Lemma 4 implies that a smaller γmakes nCE increase by more for an increase in τn....
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...See Appendix E. growth maximizing tax rate although the planner may not necessarily choose it since the tax rate is arbitrary.24...
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...Hence, there is a unique 22 See Bishnu et al. (2011)....
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...See Appendix A for derivations....
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...Lemma 3 Suppose 0 < < 1: On the steady state balanced growth path, the gross growth rate of Z, K, G and Y are given by (24), and (25) b gz = 1 1+(1 ) = [c Mf( ) (1 )(1) g ] 1 2 ; (24) b gk = b gg = b gz 1 1 1 ; b gy = b gk 1 = b gz 1 1 1 : (25) Proof....
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