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The Case for a Progressive Tax: From Basic Research to Policy Recommendations

机译:累进税的案例:从基础研究到政策建议

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摘要

The fair distribution of the tax burden has long been a central issue in policy-making. A large academic literature has developed models of optimal tax theory to cast light on the problem of optimal tax progressivity. In this paper, we explore the path from basic research results in optimal tax theory to formulating policy recommendations.Models in optimal tax theory typically posit that the tax system should maximize a social welfare function subject to a government budget constraint, taking into account that individuals respond to taxes and transfers. Social welfare is larger when resources are more equally distributed, but redistributive taxes and transfers can negatively affect incentives to work, save, and earn income in the first place. This creates the classical trade-off between equity and efficiency which is at the core of the optimal income tax problem. In general, optimal tax analyses maximize social welfare as a function of individual utilities-the sum of utilities in the utilitarian case. The marginal weight for a given person in the social welfare function measures the value of an additional dollar of consumption expressed in terms of public funds. Such welfare weights depend on the level of redistribution and are decreasing with income whenever society values more equality of income.
机译:长期以来,税收负担的​​公平分配一直是决策中的中心问题。大量的学术文献开发了最优税收理论模型,以阐明最优税收累进性问题。本文探索了从最优税收理论的基础研究成果到制定政策建议的路径。最优税收理论的模型通常认为,税收制度应在考虑政府预算约束的情况下最大化社会福利功能。响应税收和转移。当资源分配更加平均时,社会福利就更大了,但是重新分配的税收和转移支付首先会对工作,储蓄和赚取收入的动机产生负面影响。这在公平和效率之间建立了经典的权衡,这是最优所得税问题的核心。一般而言,最优税收分析可以使社会福利最大化,这是各个公用事业(在功利主义案例中公用事业的总和)的函数。社会福利功能中给定人员的边际权重衡量用公共资金表示的额外一美元消费的价值。这样的福利权重取决于再分配的水平,并且每当社会重视收入的平等时,福利权重就会随着收入的增加而降低。

著录项

  • 来源
    《The journal of economic perspectives》 |2011年第4期|p.165-190|共26页
  • 作者

    Peter Diamond; Emmanuel Saez;

  • 作者单位

    Massachusetts Institute of Technology, Cambridge Massachusetts;

    University of California, Berkeley, California;

  • 收录信息 美国《科学引文索引》(SCI);美国《化学文摘》(CA);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-17 23:25:36

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