Linear-Time Accumulation Scheme Secures Post-Quantum Proof-Carrying Data
The WARP accumulation primitive achieves linear prover time and logarithmic verification, fundamentally unlocking post-quantum, scalable verifiable computation aggregation.
Folding Schemes Enable Linear-Time Recursive Zero-Knowledge Computation
Nova's folding scheme fundamentally solves recursive proof composition by accumulating instances instead of verifying SNARKs, unlocking infinite verifiable computation.
New Folding Scheme Enables Logarithmic Recursive Proof Verification
This new folding scheme aggregates multiple zero-knowledge instances into a single, compact proof, achieving logarithmic-time recursive verification for unprecedented rollup scalability.
