The win by Elinor Ostrom and Oliver Williamson helps take economics back to what it should actually be about, detailing the way things work.
David Hendersen writes in today's Wall Street Journal:
"Many economists sit in their offices and derive proofs. Few go out and do the time-consuming work of examining the institutional structures that humans build to solve their own real-world problems. Among those few are Ms. Ostrom and Mr. Williamson...
Some have summarized their work by saying that institutions other than free markets often work well. But that statement can mislead you to conclude that government solutions are the answer. Free markets are only a subset of free institutions. A better way to sum up their work is that what Ms. Ostrom and Mr. Willamson really show is that voluntary associations work.
Most economists are familiar with the late Garrett Hardin's classic article, "The Tragedy of the Commons." His idea was that when no one owns a resource, it is overused because no one can control its usage and each person has an incentive to use it before others do.
Not so fast, said Ms. Ostrom. Examining dozens of case studies, she found cases of communal ownership that worked — that is, that didn't lead to the tragic outcomes envisioned by Hardin — as well as ones that didn't. Were there systematic differences? Yes, and interestingly the ones that worked did have a kind of property rights system, just not private ownership.
Based on her work, Ms. Ostrom proposed several rules for managing common-pool resources, which the Nobel committee highlights. Among them are that rules should clearly define who gets what, good conflict resolution methods should be in place, people's duty to maintain the resource should be proportional to their benefits, monitoring and punishing is done by the users or someone accountable to the users, and users are allowed to participate in setting and modifying the rules."
So where's the video? It's here, it deals with the unwritten rules governing hors d'oeuvres consumption, and it lasts just 1'40":