Recursive NIZKs

Definition ∞ Recursive NIZKs are Non-Interactive Zero-Knowledge proofs that possess the ability to verify other NIZKs within themselves. This creates a verifiable chain of proofs, where each successive proof attests to the validity of a previous one. This recursive property enables highly efficient aggregation of computations and state transitions, significantly reducing verification costs and data size.
Context ∞ Recursive NIZKs represent a substantial advancement in blockchain scalability, frequently discussed in news related to layer-2 solutions and rollups. Their capacity to compress vast amounts of transactional data into a single, verifiable proof is a key technology for enhancing the throughput and efficiency of decentralized networks. This innovation is crucial for broader blockchain adoption.