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by worstspotgain
688 days ago
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Yep, that scenario is (somewhat naively) modeled as an infinitely-repeated Prisoner's Dilemma. The equilibrium in that game is just the monopoly price, i.e. MR=MC for the producers' aggregated MC curve. So you have the monopoly price at one end (infinitely repeated game, perfect monitoring, no antitrust risk) and the oligopoly price at the other. It's a bit of a castle of cards that's going to fail wildly depending on which assumption you break. If the game is finitely repeated, for instance, the equilibrium is the oligopoly price. One variant that's been in the news recently is rent-setting software. [1] Here the goal is not running afoul of antitrust. The problem is that it's partly a transaction cost effect, because landlords are publishing rents rather than targeting 100% occupancy (which would make deviating a lot more appealing than colluding for any landlord with less than ~50% of the market.) If antitrust is not an issue and compliance monitoring is the problem, look for OPEC research. [1] https://news.ycombinator.com/item?id=41163936 |
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But a lot of interesting real world systems operate in the intermediate scenario, and I know from physics how 1 or infinity models can fail badly at describing the complexities of intermediate sized systems. In fact, there is a lot of work going on today in various branches of physics in this type of modelling and theory building, because we now have the computational power to understand such systems.
What I am saying about economics are not my original thoughts. I have heard several mathematicians/economists talk about this briefly. I am just looking for the right reference to learn it properly.