SEASON 3 MODULE 1

How to Build Hash Functions w/ Jean-Philippe (JP) Aumasson

In this module, Nicolas Mohnblatt and Jean-Philippe Aumasson, co-founder & Chief Security Officer at Taurus SA, and designer of the BLAKE family of hash functions deliver a comprehensive overview of cryptographic hash functions. Jean-Philippe begins with the fundamentals, defining what hash functions do and their applications across the cryptographic landscape, and explores the security definitions of hash functions and how they are constructed. He then details the two primary construction methods, the sponge and the Merkle-Damgård construction, and discusses bits of security as well as parallelism of various functions. Finally, the session shifts to specialized ZK-friendly hashes like Poseidon, explaining how their algebraic design makes them efficient within ZK circuits.

What you’ll learn:

  • 00:00 – Introduction and Session Outline
  • 01:43 – What is a Cryptographic Hash Function?
  • 10:15 – Security Definitions of a hash function
  • 20:40 – Constructing Hash Functions: Processing Arbitrary-Length Messages – Divide and Conquer
  • 25:13 – The Sponge Construction (e.g., SHA-3, Keccak)
  • 37:20 – The Merkle-Damgård Construction (e.g., SHA-2, BLAKE2)
  • 45:30 – The Impact of Quantum Computing on Hash Security
  • 50:43 – What Makes a ‘Good’ Hash Function?
  • 55:20 – Hash Trees (e.g., BLAKE3)
  • 1:00:50 – Differential Cryptanalysis
  • 1:07:07 – Algebraic Hash Functions (Anatomy of a ZK-Friendly Hash: Poseidon)
  • 1:13:10 – Session Summary and Conclusion

ZK Whiteboard Sessions is an educational series on all things zero knowledge. Presented by ZK Hack.

Get notified on the latest module’s release by signing up below:

.