Definition ∞ Model integrity proofs are cryptographic assurances that a machine learning model has been trained correctly, remains untampered with, and produces outputs consistent with its intended design. These proofs leverage techniques like zero-knowledge proofs or verifiable computation to demonstrate the model’s properties without revealing sensitive training data or the model’s internal architecture. They are crucial for establishing trust in AI systems. Such proofs enhance transparency and accountability.
Context ∞ In the digital asset space, model integrity proofs are becoming increasingly relevant for decentralized AI applications, particularly in areas like algorithmic trading and credit scoring. A key discussion involves the computational overhead associated with generating and verifying these proofs and how to make them practical for real-world use cases. Future developments are focused on optimizing cryptographic protocols to reduce proof sizes and verification times, enabling wider adoption in privacy-sensitive and high-throughput environments. News often highlights advancements in verifiable AI for blockchain applications.
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