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Polynomials play an important role in many cryptographic applications. This article is dedicated to giving a brief intro to the topic

A deeper dive into core concepts of groups, and a fascinating application: homomorphic encryption

A quick look at some slightly more elaborate signature schemes than usual

A gentle introduction to some very useful schemes: key exchange, commitment schemes, zero-knowledge proofs, verifiable random functions

A short explanation on how RSA works

Hashing functions are an essential cryptographic primitive. Join me in a deep dive into what they are, and what they are used for!

Building upon our previous knowledge of elliptic curves, we explore how to encrypt and sign information

An introductory dive into the world of elliptic curves, forming the basis for understanding useful cryptographic mechanisms

A very gentle intro into the world of cryptography