+Assignment problems arise in a variety of settings.
For funding agencies such as NSF program directors
that co-ordinate panels, assigning proposals to
reviewers is a major challenge. It is important that each proposal be
literally hundreds of papers to a program committee consisting of
thirty to forty program committee members.
-What does CMT use? What does Easychair use?
+{\em What does CMT use? What does Easychair use?}
From now on we will focus on the problem of assigning papers to
reviewers.
We assume that each reviewer is given access to the
list of papers to be reviewed, and provides input on their
preferences by giving a ``desirability'' score to each paper.
-We also assume that each paper has to be reviewed by $at least r$
+We also assume that each paper has to be reviewed by $r$
reviewers.
-List of codes.
-
We do not consider stable marriage type preference lists,
because a strict ranking of papers would be rather tedious
to produce. In this scheme, the papers are essentially grouped
{\em Stinkers} are papers that pretty much no-one wanted to review.
We would like to spread the load of the stinkers as evenly as possible.
+
+\section{Formulation as a Min Cost Flow Problem}
+
+\section{Experimental Results}
+
+\section{Conclusions}
+