Excise taxes,over-shifting,cross-elasticity,and tax revenue

This article examines cross-elasticity effects in excise taxation for markets characterized by monopolistic competition and over-shifting. Extending the constant elasticity demand model to consider cross-elasticity leads to notably different results regarding tax revenue maximization. With nonzero but weak cross-elasticity effects relative to the price elasticity, we derive a higher optimal tax-price ratio compared to prior research. With strong cross-elasticity, revenue can continually be increased by raising the excise tax. Overall, the study offers government greater incentive to use excise taxes to obtain revenue.     

Does progress matter?

This paper, presented as an addresss to the Annual Conference of the European Society for the History of Economic Thought, argues that writing history may be more interesting if progress is not made the leitmotif. Starting from an examination of early causal accounts of the history of political economy, written in the ninteenth century by Marx, Toynbee, Ingram and Leslie, a plea is made for narratives rather than explanations. Consistent with the former historians of economic thought this may be perceived as eavesdropping on conversations of the past. To understand the richness of these conversations they need to perceive their work not just as a sub-discipline of economics but in a wider interdisciplinary setting.     

The Nonparametric Approach to Applied Welfare Analysis

Changes in total surplus are traditional measures of economic welfare. We propose necessary and sufficient conditions for rationalizing individual and aggregate consumer demand data with individual quasilinear and homothetic utility functions. Under these conditions, consumer surplus is a valid measure of consumer welfare. For nonmarketed goods, we propose necessary and sufficient conditions on input market data for efficient production, i.e. production at minimum cost. Under these conditions we derive a cost function for the nonmarketed good, where producer surplus is the area above the marginal cost curve. We are greatful to helpful remarks and comments of the referees and the editor. The work is partially supported by the Spanish Ministry of Science and Technology, through Grant BEC2002-2130, the Generalitat de Catlaunya, through Grant 2005SGR-00454 and the Barcelona Economics Program (CREA).     

Increasing returns and the share economy

Under imperfect competition, profit maximization by firms results in the market price exceeding the marginal cost of production; Weitzman terms this “excess supply” Weitzman wishes to replicate in the cost function (in terms of labor) the properties of the revenue function (in terms of output), thus generating “excess demand” for labor. A revenue-sharing scheme will achieve this if and only if there are decreasing returns to scale. Hence increasing returns apparently play no role in Weitzman's analysis.     

TO TAX OR NOT TO TAX? THE CASE OF ELECTRONIC COMMERCE

Despite the intensifying debate over the taxation of Internet commerce, the relevant issues have not been given a systematic treatment in the context of the literature on optimal taxation. This article presents such an analysis and investigates separately the taxation of business purchases of intermediate goods, the taxation of consumer purchases of final goods and services, and the various issues of administration and compliance costs as they apply to the development of E-commerce. The authors conclude that generally the optimal tax literature cannot be used in support of a blanket tax exemption for Internet purchases. Certain conditions could lead to the optimality of an exemption, but those conditions are not likely to be met in practice.     

Asymptotics for LS,GLS, and feasible GLS statistics in an AR(1) model with conditional heteroskedasticity

We consider a first-order autoregressive model with conditionally heteroskedastic innovations. The asymptotic distributions of least squares (LS), infeasible generalized least squares (GLS), and feasible GLS estimators and $t$ statistics are determined. The GLS procedures allow for misspecification of the form of the conditional heteroskedasticity and, hence, are referred to as quasi-GLS procedures. The asymptotic results are established for drifting sequences of the autoregressive parameter ${\rho }_n$ and the distribution of the time series of innovations. In particular, we consider the full range of cases in which ${\rho }_n$ satisfies $n(1?{\rho }_n)\to \infty$ and $n(1?{\rho }_n)\to h_1\in [0,\infty )$ as $n\to \infty$, where $n$ is the sample size. Results of this type are needed to establish the uniform asymptotic properties of the LS and quasi-GLS statistics.