A Discrete Time Hazard Model of Lottery Adoption
Political Science, International Development, and International Affairs
This paper uses conventional logit probabilities to estimate a discrete-time hazard model of lottery adoption. The data set consists of a time-series of cross-sections on states in the US. Our findings suggest that politicians are more likely to support lottery adoption if high income constituents support the decision. A lottery is more likely to be adopted if there is a favourable climate for gambling in the state and if a bordering state has adopted a lottery.
Caudill, S. B.,
Ford, J. M.,
Mixon, F. G.,
Peng, T. C.
(1995). A Discrete Time Hazard Model of Lottery Adoption. Applied Economics, 27(6), 555-561.
Available at: https://aquila.usm.edu/fac_pubs/5880