- Which of the following will give more efficient sampling of the circle? Why?
- How do we sample points uniformly under a function like $g(x)$? Outline the steps.
- How is this related to sampling random points from a given distribution? That is, when we don’t care about integration, we just want random samples that are normally-distributed, say, instead of uniformly distributed.
- Describe the rejection method.
- Why would we use it instead of the analytic method?
- What does a Poisson process describe?
- What are the assumed conditions?
- Give three examples that could be described by a Poisson process that are not listed in the notes.