Recursion Transforms Large Transparent Proofs into Tiny Verifiable Arguments
Proof recursion wraps large, fast STARKs inside small SNARKs, synthesizing transparent, scalable proving with constant-size on-chain verification.
Zero-Knowledge Bag Unlocks Constant-Time Verifiable General Computation
Introducing the Zero-Knowledge Bag, a new cryptographic primitive enabling constant computational and communication complexity for zkVM execution.
ZNARKs Enable Efficient Verifiable Computation over Integers
A new polynomial commitment with modular remainder fundamentally simplifies creating succinct arguments for real-world integer arithmetic.
Modular zkVM Architecture Achieves Thousandfold Verifiable Computation Throughput
Integrating a STARK prover with logarithmic derivative memory checking radically increases zkVM efficiency, unlocking verifiable computation for global financial systems.
Distributed zkVM Architecture Slashes Verification Costs and Latency
A modular, distributed zkVM architecture dramatically cuts hardware costs and latency, making real-time zero-knowledge verification economically feasible for all validators.
Generic Folding Scheme Enables Efficient Non-Uniform Verifiable Computation
Protostar introduces a generic folding scheme for special-sound protocols, drastically reducing recursive overhead for complex, non-uniform verifiable computation.
Decentralized Zero-Knowledge Proving Transforms Verifiable Computation Infrastructure
A novel zero-knowledge virtual machine and decentralized prover network democratize cryptographic verification, enabling scalable, trustless computation across diverse applications.
