The intuition behind the sumcheck protocol in 5 minutes Published 2022-11-12 Download video MP4 360p Recommendations 1:17:22 Lecture A.2: Sumcheck Protocol 1:06:49 2. Vectors in Multiple Dimensions 1:12:25 The Amazing Sumcheck Protocol" by Jonathan Bootle 34:10 Sumcheck and GKR Protocol - First Demoday [EN] 1:04:18 Large-Scale MPC: Scaling Private Iris Code Uniqueness Checks to Millions of Users - Roman Walch 07:14 Directional derivative 1:28:28 ZKStudyClub - Sumcheck Arguments and Their Applications w/ Jonathan Bootle and Katerina Sotiraki 29:16 zkBitcoin: a whitepaper walkthrough 20:04 SNARKs from the sum-check protocol - Justin Thaler 32:47 The Axiom of Choice 1:37:54 Justin Thaler - Deep Dive into the Sumcheck Protocol | Ingonyama Sessions 03:32 Zero-knowledge proof composition and recursion. Part 8: Hashing in public input 22:31 Zero-knowledge proof composition and recursion. Part 2: Sangria 24:09 Cairo's public memory protocol 16:34 Deriving the Dirac Equation 1:26:31 zkWarsaw Meetup 12 LIVE: Techniques Used in zk-SNARKs: Explaining the GKR Method (Ariel Gabizon) 28:17 Spectral Graph Theory For Dummies 11:42 Binomial Expansions - (a+x)^n 02:01 Q286 | Math Olympiad | Algebra | 2003 AIME I Problem 1 | Factorial | Extremization 1:26:10 reading through the OCaml compiler: Part 1 Similar videos 08:47 Zero Knowledge Proofs 2:06:50 ZKP MOOC Lecture 4: Interactive Proofs 40:08 Tamarin Prover Introduction 1:12:35 Sumcheck, GKR and Improving the Constraints per Hash Ratio in Snarks 1:31:20 ZKP MOOC Lecture 6: Polynomial Commitments based on Pairing and Discrete Logarithm 09:50 How does PLONK work? Part 3: Starting with the end: polynomials 09:13 Zero-knowledge Proof explained 19:35 Verifiable Computation R&D at dcSpark 57:21 Jonathan Bootle: Constructing space-efficient proof systems from different cryptographic assumptions 1:04:11 Proving Properties of Committed Polynomials, and the Derived Snarks 56:06 zkStudyClub - Quarks 2:00:46 ZKP MOOC Lecture 8: FRI-based Polynomial Commitments and Fiat-Shamir 29:02 Zk-SNARK part 2 - R1CS to QAP 23:30 Digital Overdose 2022 Autumn CTF: Maya went on a trip! - OSINT More results