Changes

'''Cauchy's residue theorem''' states:

'''Cauchy's residue theorem''' states:

<blockquote>

<blockquote>

The [[path integral]] of a holomorphic function '''f''' around the [[bounadry]] of a simple region '''D''' is equal to the sum of [[complex residue]]s of '''f''' in the interior of '''D'''.

The [[path integral]] of a holomorphic function '''f''' around the [[boundary]] of a simple region '''D''' is equal to the sum of [[complex residue]]s of '''f''' in the interior of '''D'''.

</blockquote>

</blockquote>

[[category:complex analysis]]

[[category:complex analysis]]