A week ago, @lagrangedev proved a full inference of Google's Gemma 3 with DeepProve.
Proof demand = Token demand.
This is the exact principle $LA tokenomics is built around.
As AI goes mainstream, verifying its correctness will become extremely critical for any model, driving up proof demands thereby driving price.
Whenever a proof is generated in the Lagrange Prover Network—whether for a ZK rollup, a verifiable AI model, or a modular execution layer—value is cycled through the system in a work-based model. This way the token captures value directly from activity.
Once users understand that they can demand verification for AI outputs, there’s no going back as AI will be required to be PROVABLE BY DESIGN.
Cryptographic verification is soon going to become the multi-industry default and Lagrange is in the forefront.
We just proved a full inference of Google’s Gemma 3 with DeepProve
Announced at @googlecloud & @HouseofZK's Verifying Intelligence event
This marks a major breakthrough in AI and ZK, bringing cryptographic proofs to one of the world’s fastest-growing AI models to date: 🧵
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