2015
DOI: 10.1628/093245615x14307274621224
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Endogenous Timing in Tax and Public-Investment Competition

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Cited by 8 publications
(3 citation statements)
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“…This corresponds to the case that a i takes an interior solution in our model. Substituting (6) and 9- (11) into 5, we get U i = c i (a i , a j ). A maximization of U i with respect to a i in the first stage produces the reaction function:…”
Section: Moderate Leviathanmentioning
confidence: 99%
See 1 more Smart Citation
“…This corresponds to the case that a i takes an interior solution in our model. Substituting (6) and 9- (11) into 5, we get U i = c i (a i , a j ). A maximization of U i with respect to a i in the first stage produces the reaction function:…”
Section: Moderate Leviathanmentioning
confidence: 99%
“…-(11), T i (0, 1), k i (0, 1) and r(0, 1) are yielded asT 1 (0, 1) = 2(3−4δθ 1 )κ/5, T 2 (0, 1) = 4(2−δθ 1 )κ/5, k 1 (0, 1) = (δθ 1 +3)κ/5, k 2 (0, 1) = (2 − δθ 1 )κ/5, and r(0, 1) = A − 6κ(2 − δθ 1 )/5. If substituting these values to the utility function U i (c i ), the equilibrium values above are derived.…”
mentioning
confidence: 99%
“…One study that closely relates to ours is Kawachi et al (2015), where sequential versus simultaneous choice of tax and non-tax instruments is considered, one at a time and then sequentially. A key difference in their framework is that they consider timing of regions while considering either just one instrument (tax or public investment) or when both instruments are considered public investment choice is still before tax and not jointly.…”
Section: Introductionmentioning
confidence: 99%