error correcting codes are this really basic object in computer science. The idea is to encode the message in such a way that even if this encoded message gets partially corrupt, Bob can still recover the message. Most famous example of an error correcting code is what's known as the Reed-Sullman code which uses low degree univariate polynomials. But there are a lot of other great codes around there and we have yet to understand how we can use them in this context but we have new ideas.
This week, host Anna Rose and Nico Mohnblatt chat with Ron Rothblum, Professor of Computer Science at Technion. They explore information theory and ZK, diving into the weeds on multiple topics including error correcting codes, FRI, FFTs, Reed-Solomon encoding, Fiat-Shamir and more.
Here’s some additional links for this episode:
zkSummit 10 is happening in London on September 20, 2023! Apply to attend now -> https://9lcje6jbgv1.typeform.com/zkSummit10
Aleo is a new Layer-1 blockchain that achieves the programmability of Ethereum, the privacy of Zcash, and the scalability of a rollup.
Interested in building private applications? Check out Aleo’s programming language called Leo that enables non-cryptographers to harness the power of ZKPs to deploy decentralized exchanges, hidden information games, regulated stablecoins, and more. Visit http://developer.aleo.org.
For questions, join their Discord at aleo.org/discord.
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