I am trying to identify this probability density function so I can read up on it to find confidence intervals for $\theta$:
$$f(x;\theta,v)=\frac{\theta v^\theta}{x^{\theta+1}}I_{[v,\infty)]}(x);\ \theta>0,\ v>0$$
where $I$ is an indicator function.
I am trying to identify this probability density function so I can read up on it to find confidence intervals for $\theta$:
$$f(x;\theta,v)=\frac{\theta v^\theta}{x^{\theta+1}}I_{[v,\infty)]}(x);\ \theta>0,\ v>0$$
where $I$ is an indicator function.