  In 1655, John Wallis whilst at the University of Oxford discovered the famous
and beautiful formula for pi, now known as Wallis' Product. Since then, several
analogous formulae have been discovered generalising the original. One more
modern proof of the Wallis Product and its relatives directly uses the Gamma
Function. This short paper will use similar techniques to understand certain
related classes of infinite products. Almost all results within this paper are
new findings made by myself; when I should be revising or completing assignment
work I find myself always going back to this.
