REFERENCES
- Hadjicostas , P. 1998 . The asymptotic proportion of subdivisions of a 2 × 2 table that result in Simpson's Paradox . Combinatorics, Probability and Computing , 7 : 387 – 396 . Corrigendum. 1999, 8, 599
- Yule , G. U. 1903 . Notes on the theory of association of attributes in statistics . Biometrika , 2 : 121 – 134 .
- Blyth , C. 1972 . On Simpson's paradox and the sure-thing principle . Journal of the American Statistical Association , 67 : 364 – 366 .
- Simpson , E. H. 1951 . The interpretation of interaction in contingency tables . Journal of the Royal Statistical Society, Ser. B , 13 : 238 – 241 .
- Messick , D. M. and van de Geer , J. P. 1981 . A reversal paradox . Psychological Bulletin , 90 : 582 – 593 .
- Samuels , M. L. 1993 . Simpson's paradox and related phenomena . Journal of the American Statistical Association , 88 : 81 – 88 .
- Good , I. J. and Mittal , Y. 1987 . The amalgamation and geometry of two-by-two contingency tables . Annals of Statistics , 15 : 694 – 711 .
- Zidek , J. 1984 . Maximal Simpson-disaggregations of 2 × 2 tables . Biometrika , 71 : 187 – 190 .
- Huh , M. H. 1987 . Simpson's paradox and randomization . Journal of the Korean Statistical Society , 16 : 113 – 116 .
- Jeon , J. W. , Chung , H. Y. and Bae , J. S. 1987 . Chances of Simpson's paradox . Journal of the Korean Statistical Society , 16 : 117 – 127 .
- Wagner , C. H. 1982 . Simpson's paradox in real life . The American Statistician , 36 : 46 – 48 .
- Radelet , M. 1981 . Racial characteristics and the imposition of the death penalty . American Sociological Review , 46 : 918 – 927 .
- Grimaldi , R. P. 1985 . Discrete and Combinatorial Mathematics: An applied introduction Reading, Massachusetts : Addison-Wesley .