Determine independent exponential distribution of parameter


Assignment:

1. Consider K independent rvs yk, k = 1, 2,...,K, with exponential distribution of parameter

λ. Let ymax = maxk{yk} and ymin = mink{yk}.

Find the PDF of ymax and ymin and determine whether they are exponentially distributed themselves.

2. Let y be an exponential rv of parameter λ. Consider another rv v that, conditioned on y = a, is Poisson distributed with parameter a. Find the PMD of v.

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