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The American Statistician Volume 47, 1993 - Issue 2
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Teacher's Corner

On Independence and Dependence Properties of a Set of Random Events

Y. H. Wang Department of Mathematics and Statistics, Concordia University, Montreal, H3G 1M8, Canada
,
Jordan Stoyanov Institute of Mathematics, Bulgarian Academy of Sciences, Sofia, Bulgaria
&
Qi-Man Shao Department of Mathematics, Hangzhou University, Hangzhou, China
Pages 112-115 | Received 01 Aug 1991, Published online: 27 Feb 2012

References

  • Ash , R. B. 1970 . Basic Probability Theory , New York : John Wiley .
  • Crow , E. L. 1967 . “A Counterexample on Independent Events” . American Mathematical Monthly , 74 : 716 – 717 .
  • Feller , W. 1968 . An Introduction to Probability Theory and Its Applications, , 3rd ed. , Vol. 1 , New York : John Wiley .
  • Krewski , D. and Bickis , M. 1984 . “A Note of Independent and Exhaustive Events” . The American Statistician , 38 : 290 – 291 .
  • Shao , Q. M. 1983 . “A Counterexample on n Independent Events” , Hangzhou University . (Unpublished manuscript in Chinese.)
  • Shiryaev , A. 1984 . Probability , New York : Springer-Verlag .
  • Stoyanov , J. M. 1987 . Counterexamples in Probability , New York : John Wiley .
  • Wang , Y. H. 1979 . “Dependent Random Variables With Independent Subsets” . American Mathematical Monthly , 86 : 290 – 292 .
  • Wang , Y. H. 1990 . “Dependent Random Variables With Independent Subsets–II” . Canadian Mathematical Bulletin , 33 : 24 – 28 .

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