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Self-Resolving Markets

Quick definition. Self-resolving markets settle without an external oracle. Two distinct families exist: (1) markets where outcome data is intrinsically on-chain or automatically verifiable (asset prices, smart-contract outputs), and (2) markets for unverifiable outcomes that resolve to the crowd's own final consensus, using mechanisms like the Srinivasan-Karger-Chen (SKC) cross-entropy scoring rule. The first family avoids the oracle problem; the second redefines it.

Key insights

In their words

How can we design a system where the act of truthfully sharing information becomes the most rational and rewarding strategy, even when no objective 'right answer' will ever exist?· michaellwy, *Explainer on Self-Resolving Prediction Markets*
A reference agent with access to more information can serve as a reasonable proxy for the ground truth.· Srinivasan, Karger, Chen
The mechanism pays you for information you add, not for how close you end up to the crowd once it's finished.· michaellwy
We show that it is a perfect Bayesian equilibrium (PBE) for all agents to report truthfully in our mechanism and to believe that all other agents report truthfully.· SKC abstract
When you build a financial instrument that pays based on a number produced by a heat sensor in a plastic box, someone will try to point a heat source at that box.· Seva Gunitsky (on the dual-edge of self-resolving designs that rely on a single data source)

Where it matters

Self-resolving markets are the only mechanism in the corpus that addresses the entire long tail of questions that current oracle-driven markets cannot serve. If SKC-style mechanisms work in production, the addressable market for prediction-market platforms expands by orders of magnitude (every policy debate, every research claim, every cultural sentiment is suddenly a tradable question). The catch: the design is theoretically elegant but production-untested at scale, and the assumptions about rational truth-telling have not been stress-tested against actual adversaries.

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