Nova Is the Theoretical Max of the Cryptography Equation for Scaling a Blockchain

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Nova is optimal from both an asymptotic and a constant standpoint for snarks that are using curves, elliptic curves. It's definitely a breakthrough for the applied cryptographers, especially people who want to build real-world applications. Justin: I've had a few kind of mind-blowing moments, just meeting people that I was not expecting to meet. David Cheers: Who else do you think I should interview while I'm here? If you had it to pick, second Fiat stablecoin backed by central bank would be me.

Welcome to Bankless, where we explore the frontier of internet money and internet finance. In this 8-episode series, we are exploring some new frontiers. New frontiers in new technologies, all of which are poised to completely revolutionize the world and change everything about the operating system that society is currently running.

This video features two conversations with big-brain builders Daniel Shorr of ZKML and Justin Drake of the Ethereum Foundation. Although cryptography quickly falls down a technical rabbit hole, it looks like we're entering a new golden age of cryptography.

Keep an eye out as we roll out the rest of these boundary-pushing episodes!

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----- Timestamps:

4:00 DANIEL SHORR 6:00 Cryptography and AI 9:15 A Computing Explosion 13:10 On-Chain AI Models 15:45 Modulus Labs 19:15 Compute Integrity 24:00 A Verifiable World 26:15 Accountability for Machine Models

31:00 JUSTIN DRAKE 33:30 Nova Cryptography 39:00 Decentralizing zk-Rollups 43:30 The Future of Rollups 47:35 Improving Validity 50:45 This is a Big Deal 54:20 Justin’s Zuzalu Experience

---- Resources:

Daniel Shorr https://twitter.com/realDanielShorr?s=20

Modulus Labs https://www.moduluslabs.xyz/

Justin Drake https://twitter.com/drakefjustin?s=20

---- Not financial or tax advice. This channel is strictly educational and is not investment advice or a solicitation to buy or sell any assets or to make any financial decisions. This video is not tax advice. Talk to your accountant. Do your own research.

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