Poly-Logarithmic Overhead

Definition ∞ Poly-logarithmic overhead describes a computational cost that increases proportionally to a polynomial of the logarithm of the input size. This indicates a highly efficient scaling characteristic, where the resources required grow very slowly as the problem size expands. It represents an optimized performance profile for algorithms and protocols, enabling operations with minimal resource consumption.
Context ∞ In the context of advanced cryptographic proofs and scalable blockchain solutions, achieving poly-logarithmic overhead is a significant technical accomplishment, often highlighted in news about zero-knowledge technologies and data compression. This efficiency is crucial for making complex on-chain computations economically feasible and for improving the overall throughput of decentralized networks. This impacts the future of digital asset infrastructure.