Simulating Fundamental Tax Reform in the United States By

By David E. Altig, A. Auerbach, L. Kotlikoff, Kent A. Smetters, J. Walliser. 2001

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Citations in the corpus

Sustainable Social Security: Four Options (2014, unknown): “This paper builds on the vast quantitative research on social security reforms and aging demographics in the tradition of general-equilibrium life-cycle models pioneered by Auerbach and Kotlikoff (1987).(2) Existing papers study effects of particular and often ad hoc reforms of the existing social s”
Income taxation of U.S. households: facts and parametric estimates (2014, unknown): “See Ventura (1999), Altig et al. (2001), Castañeda et al. (2003), Díaz-Giménez and Pijoan-Mas (2005), Nishiyama and Smetters (2005), Conesa and Krueger (2006), Erosa and Koreshkova (2007), Conesa et al.”
Retirement, pensions, and ageing: Mathematical appendix and further results (2009, unknown): “0159) (Altig et al. (2001) and Bovenberg and Knaap (2005) use 1.50%). Finally, the calibrated real interest rate is 3.44% per annum (r = 0.0344) whilst the capital-ouput ratio is k̂/ŷ = 2.622. The pension parameters are determined by the implicit tax rate, which we set at 60% at the early entitlemen”
Demographic Change, Human Capital and Welfare (2012, result): “Our coefficients(15) and the shape of the wage profile are in line with others reported in the literature, especially with those obtained by Hansen (1993) and Altig et al. (2001). The estimate of δ = 0.011 is reasonable (Arrazola and de Hevia (2004), Browning, Hansen, and Heckman (1999)), and the es”
Taxation and Household Labour Supply (2012, background): “V S m(a, z, j) = max a′,l {U m(c, l) + βV S m(a, z, j + 1)} (3)”
Aging and pension reform: extending the retirement age and human capital formation* (2015, unknown): “, Altig et al. (2001) and Hansen (1993). The value of ψ≈ 0.60 is also in the middle of the range reported in Browning et al. (1999). The depreciation rate of human capital is δ = 1.”
Heterogeneity and Government Revenues: Higher Taxes at the Top? (2014, unknown): “Altig et al. (2001) used a version without uninsurable shocks to study alternative tax reforms. Ventura (1999) quantified the aggregate and distributive effects of a Hall-Rabushka flat tax.”
Fertility, Mortality, and the Developed World's Demographic Transition (2008, background): “As in Altig et al. (2001) and Kotlikoff et al. (2001), we assume that technical progress causes the time endowment h(·) of each successive generation to grow at the rate λ, i.”
Corporate Taxation, Capital Formation, and the Substitution Elasticity between Labor and Capital (2002, result): “…(2000) are also sensitive to whether σ is 0.50 or 1.00; a one percentage point cut in one country’s corporate tax rate generates a ζ of 0.71 for this increase in σ. Contrasting results are obtained with the overlapping generations model of Altig, Auerbach, Kotlikoff, Smetters, and Walliser (2001).”
The Role of Immigration in Dealing with the Developed World's Demographic Transition (2004, background): “As in Altig et al. (2001) and Kotlikoff et al. (2001), we assume that technical progress causes the time endowment h(·) of each successive generation to grow at the rate λ, i.e. h(a, i) = (1 + λ)h(a, i − 1).”
Who Benefits from State Corporate Tax Cuts? A Local Labor Markets Approach with Heterogeneous Firms (2016, unknown): “Altig et al. (2001), Auerbach (2010)). (12)Incorporating agglomeration into spatial equilibrium models with heterogeneous firms is an interesting area for future research. See Kline and Moretti (2014) for a model of agglomeration with a representative firm and Diamond (2012) for amenity-related aggl”