Public blockchains represent a paradigm shift in digital transactions, offering a transparent and decentralized ledger accessible to anyone. However, this very transparency can present privacy challenges. One notable concern is…
Introducing the initial building block: the Elliptic curve DLP primitive. Subsequently, in the forthcoming series, we will delve into other primitives such as Bilinear mapping, Knowledge of exponentiation, and groups of unknown orders.
In the previous edition of the ZK cryptography series, we thoroughly explored the fundamentals of our first computational problem DLP with its application in the Elliptic curve for higher security guarantees in ZK proofs.
In a world where personal data has become more or less a commodity, the potential advantages provided by zero-knowledge proofs are monumental. By combining them with blockchain technology, a powerful mix of immutability and security can be achieved.
