For three categorical variables A, B, and C: a. When C is jointly independent of A and
Question:
For three categorical variables A, B, and C:
a. When C is jointly independent of A and B, show that A and C are conditionally independent, given B.
b. Prove that mutual independence of A, B, and C implies that A and B are (i)
marginally independent and (ii) conditionally independent, given C.
c. Suppose that A is independent of B and that B is independent of C. Does this imply that A is independent of C? Explain.
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Related Book For
Foundations Of Linear And Generalized Linear Models
ISBN: 9781118730034
1st Edition
Authors: Alan Agresti
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