Definition ∞ SNARK bootstrapping refers to the process of generating a new, succinct non-interactive argument of knowledge (SNARK) proof that verifies the correctness of a previous SNARK proof. This technique permits the recursive verification of computational integrity, allowing for the compression of long computational histories into a single, compact proof. It is a powerful method for achieving highly scalable and efficient verifiable computation. Bootstrapping enhances the practical application of zero-knowledge proofs.
Context ∞ SNARK bootstrapping is a cutting-edge area of research and development in zero-knowledge cryptography, crucial for advanced blockchain scaling solutions and privacy protocols. The discussion centers on improving the efficiency and security of these recursive proof systems. Future advancements in SNARK bootstrapping will significantly reduce the computational burden of verifying complex operations on decentralized networks.
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