To find the Laurent series for a function
about a point
we must expand the function about that point. If
includes a factor
so that
we can take out that factor and expand
about
The method is especially easy if![]()
Example: Expand
in a Laurent series about![]()




To find
about any other point, write
in terms of its partial fractions.
After some algebra
![]()
To expand about z=2, write
![]()

