The Math Behind the Magic: Exploring Arithmetic Circuits and Their Role in Zero-Knowledge Proofs

This blog delves into the critical role of arithmetic circuits in zero-knowledge proofs, using the game of Sudoku as an analogy to explain complex concepts. From understanding how Sudoku verification relates to the famous P vs NP problem, to exploring the broader implications of arithmetic circuits in cryptographic protocols, the blog offers a clear and engaging overview. Perfect for readers interested in the intersection of computer science, mathematics, and privacy. [Read More]

Unveiling the Secrets of Cryptography: From Polynomials to Pairings and Commitment Schemes

This blog explores the foundational concepts in cryptography, focusing on the roles of polynomials, pairings, and commitment schemes. It explains how polynomials contribute to data integrity through erasure coding and interpolation, introduces the concept of pairings with their critical properties of bilinearity and non-degeneracy, and guides readers through the setup and importance of polynomial commitment schemes. Building on previous discussions of Zero-Knowledge Proofs, this blog provides an accessible yet comprehensive guide to these essential cryptographic tools. [Read More]