Working Paper: NBER ID: w22664
Authors: Emmanuel Saez; Stefanie Stantcheva
Abstract: This paper develops a theory of optimal capital taxation that expresses optimal tax formulas in sufficient statistics. We first consider a simple model with utility functions linear in consumption and featuring heterogeneous utility for wealth. In this case, there are no transitional dynamics, the steady-state is reached immediately and has finite elasticities of capital with respect to the net-of-tax rate. This allows for a tractable optimal tax analysis with formulas expressed in terms of empirical elasticities and social preferences that can address many important policy questions. These formulas can easily be taken to the data to simulate optimal taxes, which we do using U.S. tax return data on labor and capital incomes. Second, we show how these results can be extended to the case with concave utility for consumption. The same types of formulas carry over by appropriately defining elasticities. We show that one can recover all the results from the simpler model using a new and non standard steady state approach that respects individual preferences even with a fully general utility function.
Keywords: Optimal Capital Taxation; Sufficient Statistics; Elasticities; Wealth Inequality; Public Policy
JEL Codes: H20; H21
Edges that are evidenced by causal inference methods are in orange, and the rest are in light blue.
| Cause | Effect |
|---|---|
| elasticity of capital supply with respect to net-of-tax return (H32) | optimal capital tax (H21) |
| social welfare weights (I38) | optimal capital tax (H21) |
| tax policy changes (H29) | capital stocks (E22) |