Image inpaining "involves filling in part of an image (or video) using information
for the surrounding area" [1]. This report summarizes an application of numerical
solutions to the Navier-Stokes equations for this well-studied image processing problem.
It exploits the remarkable relationship between the steady state solution of the
streamfunction in fluid flow and the (grayscale) image intensity level in image
processing. This report is a follow-up of an approach first discovered in 2001 by A. Bertozzi, et. al in [1].