Show that the conditional distribution of belongs to the .potential family of
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16-Oct-23
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Generalized linear models
a) Let Y b bit y ma® unction 1(.6)=vV),0—OK where r is known.
Show that the distribution belongs to the exponential family and hence find the mean sad VBSIBBOP of y. b) Cns.’ r a 2 x 2 contingency table with one margin fixed at n, and n, binomial(n, ) (1 — u,binomial(n,,P,) _ P,(1
The conditional distribution of y, given = n d 71, (fluter = urFu.,) is..
Show that the conditional distribution of belongs to the .
potential family of dis,distributions.
Find the canonical parameter. Hence find the mean and the ValiSaCe of y1.
