Home /
Expert Answers /
Statistics and Probability /
x-1-x-n-ud-omega-alpha-beta-a-define-find-l-alpha-beta-liketehood-alpha-pa812

`x_(1),....,x_(n)∼^(ud)\omega (\alpha ,\beta )`

a) Define Find

`L(\alpha ,\beta )`

liketehood

`\alpha ,\beta `

b) Find

`hat(\alpha ),hat(\beta )`

(MLE) based on

`L(\alpha ,\beta )`

c) let

`\beta `

be known

`(\beta _(0)),L\beta (\alpha ):=L(\alpha ,\beta _(0))`

d) define

`L(\beta )=L(hat(\alpha )(\beta ),\beta )`

Find

`hat(B)`

based on

`L(\beta )`

e) compare

`hat(\beta )`

found in (b) with (d)