Title: Expected Information Matrices

Supervisor: Thomas Yee

Prerequisites: STATS 310 and some maths papers 

This is a project that is suitable for a student interested
in mathematical statistics. The aim is to derive the expected
information matrices (EIMs) for various statistical distributions
and/or to search the literature for such.

One can also derive EIMs for certain variants of some
distributions, such as to allow for 0-inflation or 1-inflation,
etc. We can also look at survival distributions having certain
censoring mechanisms.

Ideally the student has a good grade in STATS 310 or equivalent,
and has a sound mathematical background.