In this episode, Anna and Nico speak with Matthew Klein and Albert Garreta from Nethermind about their work implementing and advancing lattice-based cryptography systems, particularly focusing on folding schemes and their applications in zero-knowledge proofs.

Matthew and Albert share insights from their implementation of LatticeFold and discuss the evolution of lattice-based systems, including newer developments like LatticeFold+ and Neo. The conversation explores the unique challenges and opportunities of working with lattice-based constructions, from performance optimizations to post-quantum security considerations. They also dive into their work on post-quantum signatures for Ethereum, light zkML solutions, and the Zinc project, which offers a novel approach to handling integer-based constraints in zero-knowledge proofs.

Related links:

Episode 359: Lattice-based ZK Systems with Vadim Lyubashevsky Episode 293: Exploring Security of ZK Systems with Nethermind’s Michał & Albert Episode 277: Nova and Beyond with Srinath Setty ZK Whiteboard Sessions S2M6: An Update on Folding with Albert Garreta Nethermind’s LatticeFold implementation Ajtai vs Merkle vs Pedersen LatticeFold paper LatticeFold+ paper Neo paper LaBRADOR paper Zinc integer-based constraints FLI: Folding Lookup Instances paper


 

 

 

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Implementing LatticeFold with Matthew and Albert from Nethermind

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