Definition ∞ Sublinear Space Proofs are cryptographic proof systems that require computational resources significantly less than the size of the data being proven, scaling sublinearly with input size. These proofs enable efficient verification of large computations without needing to process all the underlying data. They are vital for scalability and privacy in decentralized systems. This innovation reduces computational overhead.
Context ∞ The development of sublinear space proofs is a cutting-edge area in blockchain research, particularly for enhancing the scalability of zero-knowledge rollups and other layer-2 solutions. News often highlights advancements in this field as crucial steps towards building more efficient and private decentralized applications. These proofs are a key component of future blockchain infrastructure.
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