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Fair Numbers of Peremptory Challenges in Jury Trials

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Pages 747-753 | Received 01 Nov 1977, Published online: 05 Apr 2012

References

  • Brams , S. J. and Davis , M. D. 1976 . “A Game-Theory Approach to Jury Selection” . Trial , 12 : 47 – 49 .
  • Brams , S. J. and Davis , M. D. 1978 . “Optimal Jury Selection: A Game-Theoretic Model for the Exercise of Peremptory Challenges” . Operations Research , 26 : 966 – 991 .
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  • DeGroot , M. H. and Kadane , J. B. 1978 . “Optimal Challenges for Selection” , Dept. of Statistics . Carnegie-Mellon University Technical Report No. 143
  • Feller , W. 1957 . An Introduction to Probability Theory and Its Applications, , 2nd ed. , Vol. I , New York : John Wiley & Sons .
  • Peizer , D. B. and Pratt , J. W. 1968 . “A Normal Approximation for Binomial, F, Beta, and Other Common Related Tail Probabilities, I” . Journal of the American Statistical Association , 63 : 1416 – 1456 .
  • Pratt , J. W. 1968 . “A Normal Approximation for Binomial, F, Beta, and Other Common, Related Tail Probabilities, II” . Journal of the American Statistical Association , 63 : 1457 – 1483 .
  • Roth , A. , Kadane , J. B. and DeGroot , M. H. 1977 . “Optimal Peremptory Challenges in Trials by Juries: A Bilateral Sequential Process” . Operations Research , 25 : 901 – 919 .
  • Sengupta , J. K. 1972 . Stochastic Programming: Methods and Applications , Amsterdam : North-Holland Publishing Co. .
  • Sengupta , J. K. , Tintner , G. and Millham , C. 1963 . “On Some Theorems of Stochastic Linear Programming With Applications” . Management Science , 10 : 143 – 159 .
  • Van Dyke , J. M. 1977 . Jury Selection Procedures , Cambridge , Mass. : Ballinger .

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