Nomic was invented in 1982 by philosopher Peter Suber. It’s a game that starts with a given set of rules, but the players can change the rules over the course of the game, usually using some form of democratic voting. Some online variants exist, like Agora, which has been running since 1993.
It’s a game that’s about changing the game. Besides offering a tempting recreational opportunity, I think this could be formalized in such a way to make it rival the Prisoners’ Dilemma (PD) in shedding light on the big social scientific questions.
The PD is a simple game with simple assumptions and a variable-sum outcome that lets it work for understanding coordination, competition, and cooperation. One of my favorite bits of social science is Axelrod’s Evolution of Cooperation project. It’s basically a contest between different strategies to an iterated PD (you can play a variation of it here). That the “tit for tat” strategy is so successful sheds a lot of light on what makes civilization possible–initial friendliness, willingness to punish transgressions, and willingness to return to friendliness after punishing these transgressions.
A fantastic extension is to create a co-evolutionary simulation of a repeated PD game. Rather than building strategies and pitting them against each other, we can be totally agnostic about strategies (i.e. how people behave) and simply see what strategies can survive each others’ presence.
The evolutionary iterated PD is about as parsimonious a model of conflict/cooperation as we could make. But there is still a lot of structure baked in; what few assumptions remain do a lot of heavy lifting.
But if the structure of the game is up for grabs, then maybe we’ve found a way to generalize the prisoners’ dilemma without assuming on extra layers of complexity.
Of course, the parsimony of the model adds complexity to the implementation. Formalizing Nomic presents a formidable challenge, and getting it to work would surely create a new
But even if it doesn’t lend itself to simulation, it strikes me as the sort of exercise that ought to be happening in classrooms–at least in places where people care about building capacity for self governance (I’ve heard such places exist!).
A bit of stage setting, then let’s start a game in the comments section. I get the impression that this game is nerdier than Risk, so you’ve been warned (or tempted, as the case may be).
The basic premise is that are mutable rules and immutable rules (like Buchanan’s view of constitutions). Players take turns to propose rule changes (including transmuting rules from a mutable to an immutable state). As part of the process, we will almost surely redefine how the game is won, so the initial rule set starts with a pretty boring definition of winning.
We’ll use Peter Suber’s initial rules with some variations to suit our needs. The rules below will be (initially) immutable.
117. Each round will happen in a new comment thread. A new round cannot start until the rule change proposed in the previous round has been voted on. If technical problems result in having to start a new comment thread, that thread should include the appropriate reference number and it will be understood to be part of the same comment thread.
I will take the first move to demonstrate the format in the comments section.
118. The final vote count will be determined after 24 hours of silence. Players may discuss and cast votes, and change their votes. But after 24 hours of no new comments, the yeas and nays will be tallied and the outcome determined accordingly. In cases requiring unanimity, a single nay vote is enough to allow a player to start a new round without waiting the full 24 hours. The final vote will still occur (for purpose of calculating points) after 24 hours of silence.
Despite being numbered 118, this rule will take priority over rule 105.
119. Anyone who is eligible to comment is eligible to play. If it is possible to start a new round, anyone may start that round. In the event that two people attempt to start a round at the same time (e.g. Brandon and I post a comment within a couple minutes of each other) priority will be given to whichever was posted first and the second comment will be voided.
120. The game will continue until someone wins, or everyone forgets the game, in which case the winner will be the last person to have had their comment replied to.