Smart contracts can't compute.
Even Black-Scholes, one of finance's most standard formulas, reverts on-chain as "too expensive."
The same wall blocks the big one: verifying AI outputs on-chain.
My research project at EPFL DCL, Wastral, solves it. ๐งต
Wastral runs your algorithm off-chain, then settles any dispute by re-executing a single instruction on-chain.
The obvious question I get: why not just use ZK proofs?
I started there too. Then I hit a wall. ๐งต
The tradeoff is real: a challenge window before finality, and you need one honest watcher. ZK gives instant finality.
I'm betting generality + a near-free good path wins for off-chain compute.
Let me know what you think.
Building it in public: https://t.co/9c7x42wSga
I'm building all of it in public from here.
Website: https://t.co/5mcEZsAxqM
Follow along if fraud proofs / ZK / verifiable compute / on-chain AI is your thing. Devlogs incoming.
Smart contracts can't compute.
Even Black-Scholes, one of finance's most standard formulas, reverts on-chain as "too expensive."
The same wall blocks the big one: verifying AI outputs on-chain.
My research project at EPFL DCL, Wastral, solves it. ๐งต
The destination: trustless AI inference for on-chain agents.
ZK is brutally expensive here; fraud proofs barely cost more than running the model.
Not there yet, but the dispute engine works. The path:
memory ops -> a small neural net verified on-chain.