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New Evidence on Fiscal Illusion: The 1986 Tax "Windfalls."
Who Uses Illegal Drugs
Gary Becker and Kevin Murphy (1988) present a theoretical model of rational addiction that requires information on past, present and future prices. They do not study illegal drugs empirically in this and their related papers. A major data source is the annual survey of high school seniors (HSS), also known as Monitoring the Future. This work is summarized in L. Johnston et al. (1988). They find a growing use of drugs (measured by monthly, annual, and lifetime prevalence) over time, and differences by region and sex. Cocaine use showed marked increases from 1976, though this levelled off from 1986 to 1987. They often rely on cross-tabs that leaves many variables uncontrolled and the results subject to omitted variable bias. J. Bachman et al. (1984) use ordinary least squares (OLS) regressions in which the drug use in the three years post-high school is related to various characteristics such as living arrangements. While an improvement over cross-tabs, OLS applied to categorical dependent variables yields inefficient estimates (see M. Nerlove and S. Press, 1973). Johnston et al. used follow-up surveys of a subsample drawn from each cohort. They find the use of some drugs decline at older ages, say 35, though they do not determine if the heavy users have died, dropped of the sample, or have been rehabilitated.' The HSS's initial restriction to high school seniors removes about 30 percent of the population who drop of high school perhaps because of taking drugs. Studies based on the National Institute of Drug Abuse (NIDA) sample of people 12 and older show some heavy drug use of people less than 17 years old. (See J. D. Miller et al., 1982, and NIDA, 1985.) Richard Clayton (1985) using the 1980 HSS presents univariate regressions that shows the frequency of use of cocaine is positively related to lifetime marijuana use and days of school in the past month, but negatively related to high school grade point average. H. Abelson and Miller (1985), using the NIDA surveys covering 1974-82, show differences in the percentage using cocaine by education and race-for lifetime, 12 months, and last month measures. They find strong trends. D. Kandel (1980) presents a recent survey of drinking and drug use among youth. People in their late 30's mature out of heroin use rather than die.
Group Composition, Collective Consumption, and Collaborative Production
Europe Post-1992 - Internal and External Liberalization
Explaining service-price differences in international comparisons
This paper reexamines observed international differences in the price of services and the positive correlation of these with per capita GDP differences. Using a general trade model with a nontraced sector, the authors find that differences in countries' factor endowments, populations, trade policies, and trade balances will have ambiguous and sometimes opposite effects on their service prices and real incomes. Estimating the service-price equation using recent data suggests that larger endowments of agricultural land, minerals, and capital, larger trade deficits, and higher prices for tradables increase service prices. Conversely, larger populations and labor forces reduce service prices.
Testing the Matching Hypothesis: The Case of Major-League Baseball
A Model of Housing Tenure Choice: Comment
Price Distortion and Shortage Deformation or What Happened to the Soap
The model of this paper generalizes the classical theory of consumer behavior to the more general case of prices that are not necessarily market-clearing. Suppose that, in addition to the money cost, some sort of search, waiting, or other quasi-fixed "effort cost" is needed to obtain goods. The presence of this quasi-fixed cost element will trigger an inventory policy. A shortage equilibrium occurs when effort costs are such that, in the corresponding inventory policy, the flow of desired consumption does not exceed the available supply flow. Stock hoarding, a critical phenomenon in the economics of shortage, emerges as a natural component of this model. A complete characterization of a stationary shortage equilibrium is given. Comparative statics and welfare analysis are performed. The dynamic transition between steady states is analyzed to give insight into the mechanics of how shortages develop.