Slide 14, composite hypothesis, number of estimated parameters?

Slide 14, composite hypothesis, number of estimated parameters?

by Antoine Maier -
Number of replies: 0

Hi,

In slide 13 about composite hypothesis, it is written that $p$ is the number of parameters in calculating \hat{p}_i.

In the example at slide 14, the null hypothesis is that the distribution is Poisson, and we want to estimate its parameter \lambda using MLE. So to link that with slide 13, I guess that \hat{p}_i = \frac{e^{-\hat{\lambda}\hat{\lambda}^{x_i}}{x_i !}, is this correct? And what would be p then?