The Relationship between Beer Taxes, Other Alcohol Policies, and Child Homicide Deaths
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Bisakha Sen
Abstract
Extant research finds inverse relationships between beer taxes and physical child abuse. This study extends the direction of research by investigating the relationship between beer taxes, other alcohol policies and child homicide deaths. The homicide death count for children 0-9 years old at the state level over 1981-2002 is used as the dependent variable. Negative binomial regression models with state and year fixed effects and other control variables are estimated. Results show an inverse relationship between per gallon beer taxes and child homicide deaths (elasticity approximately -0.19), and a direct relationship between alcohol retail outlet density and child homicide deaths (elasticity approximately 0.16). Very similar results are obtained when the dependent variable is changed to be the sum of child homicide deaths and child deaths classified as being due to 'undetermined intent', and when conditional maximum likelihood Poisson models are used instead of negative binomial models.
©2011 Walter de Gruyter GmbH & Co. KG, Berlin/Boston
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- Second-Best Climate Agreements and Technology Policy
- An Economic Response to Unsolicited Communication
- Does the Open Economy Assumption Really Mean That Labor Bears the Burden of a Capital Income Tax?
- Auction Bids and Shopping Choices
- Prescription Drug Advertising and Patient Compliance: A Physician Agency Approach
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- A Simple Model of Entry That Increases Price Levels and Price Dispersion
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- The Impact of Driver Cell Phone Use on Accidents
- Topics Article
- The Marginal Cost of Funds from Public Sector Borrowing
- Did the 9/11 Victim Compensation Fund Accurately Assess Economic Losses?
- The Firm's Cost of Capital, Its Effective Marginal Tax Rate, and the Value of the Government's Tax Claim
- Do Plants Overcomply with Water Pollution Regulations? The Role of Discharge Variability
- The Impact of Delivery Synergies on Bidding in the Georgia School Milk Market
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- Increasing Returns, Input-Output Linkages, and Technological Leapfrogging
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