Dynamic Vector Commitments Enable Sublinear State Updates and Stateless Clients
A new algebraic commitment primitive achieves sublinear state updates, fundamentally solving the efficiency bottleneck for large-scale stateless blockchain architecture.
Erasure Code Commitments Enable Efficient Trustless Data Availability Sampling
This new cryptographic primitive formally guarantees committed data is a valid code word, enabling poly-logarithmic Data Availability Sampling without a trusted setup.
Sublinear Transparent Commitment Scheme Unlocks Efficient Data Availability Sampling
A new transparent polynomial commitment scheme with sublinear proof size radically optimizes data availability for stateless clients, resolving a core rollup bottleneck.
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.
Sublinear Vector Commitments Enable Constant-Time Verification for Scalable Systems
A new vector commitment scheme achieves constant verification time with logarithmic proof size, fundamentally enabling efficient stateless clients and scalable data availability.
Proof of Necessary Work Integrates Succinct Verification into Proof-of-Work Consensus
PoNW embeds succinct proof generation into the energy-intensive PoW puzzle, enabling instant historical verification for stateless clients.
Logarithmic-Depth Commitments Enable Truly Stateless Blockchain Verification
A new Logarithmic-Depth Merkle-Trie Commitment scheme achieves constant-time verification, enabling light clients to securely validate state without storing it.
Decoupled Vector Commitments Enable Sublinear Stateless Client Verification
A new Decoupled Vector Commitment primitive fundamentally lowers client verification cost from linear to sublinear time, enabling true stateless decentralization.
Inner-Product Argument Vector Commitments Enable Constant-Time Proof Aggregation
This new Inner-Product Argument Vector Commitment achieves constant-time state verification, fundamentally unlocking truly scalable stateless clients.
Decoupled Vector Commitments Enable Dynamic Stateless Client Verification
Decoupled Vector Commitments bifurcate state and update history, achieving logarithmic proof size and constant-time verification for dynamic data.