For each of the following distributions, derive formulas for the MLEs of the indicated parameters. Assume that we have IID data X1, X2, …, Xn from the distribution in question.
(a) U(0, b), MLE for b
(b) U(a, 0), MLE for a
(c) U(a, b), joint MLEs for a and b
(d) N(μ, σ2), joint MLEs for μ and σ
(e) LN(μ, σ2), joint MLEs for μ and σ
(f) Bernoulli(p), MLE for p
(g) DU(i, j), joint MLEs for i and j
(h) bin(t, p), MLE for p assuming that t is known
(i) negbin(s, p), MLE for p assuming that s is known
(j) U(θ – 0.5, θ + 0.5), MLE for θ
We need at least 10 more requests to produce the solution.
0 / 10 have requested this problem solution
The more requests, the faster the answer.