References
- Cook , P. J. and Clotfelter , C. T. 1993 . The peculiar scale economies of lotto . American Economic Review , 83 : 634 – 43 .
- Farrell , L. and Walker , I. 1999 . The welfare effects of lotto: evidence from the UK . Journal of Public Economics , 72 : 99 – 120 .
- Forrest, D. (2002) Time-series modeling of lotto demand, mimeo, Centre for the Study of Gambling and Commercial Gaming, University of Salford
- Friedman , M. and Savage , L. J. 1948 . The utility analysis of choices involving risk . Journal of Political Economy , 56 : 279 – 304 .
- Garrett , T. A. and Sobel , R. S. 1999 . Gamblers favor skewness, not risk: further evidence from United States’ lottery games . Economics Letters , 63 : 85 – 90 .
- Golec , J. and Tamarkin , M. 1998 . Bettors love skewness, not risk, at the horse race track . Journal of Political Economy , 106 : 205 – 25 .
- Ilyin , V. A. and Poznyak , E. G. 1982 . Fundamentals of Mathematical Analysis , Moscow : Mir Publishers .
- Paule , P. and Schorn , M. 1994 . A Mathematica version of Zeilberger's algorithm for proving binomial coefficient identities . Journal of Symbolic Computation , 16 : 1 – 25 .
- Petkovsek, M., Wilf, H. and Zeilberger, D. (1996) A = B, A.K. Peters, Wellesley, MA
- Scott , F. A. Jr and Gulley , O. D. 1995 . Testing for efficiency in lotto markets . Economic Inquiry , 23 : 175 – 88 .
- Walker , I. and Young , J. 2001 . An economist's guide to lottery design . Economic Journal , 111 : 700 – 22 .
- Zeilberger , D. 1990 . A fast algorithm for proving terminating hypergeometric identities . Discrete Mathematics , 80 : 207 – 11 .
- Zeilberger , D. 1991 . The method of creative telescoping . Journal of Symbolic Computation , 11 : 195 – 204 .