Question: 1. Let Gk(t) be defined as in Subsection 7.1.2. Show that the posterior mode of Gk(t), denoted Gk(t), has equal mass at exactly k mass

1. Let Gk(t) be defined as in Subsection 7.1.2. Show that the posterior mode of Gk(t), denoted G˜k(t), has equal mass at exactly k mass points that are derived from an expression which for each t is the likelihood of independent, non-identically distributed Bernoulli variables.

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