Definition ∞ Minimal input refers to systems or processes designed to require the smallest possible amount of information from a user. This design principle prioritizes efficiency and privacy by reducing the data a participant must provide to a protocol or network. In cryptographic contexts, it can pertain to the concise nature of proofs, where a verifier needs only a small piece of data to confirm a statement’s validity. The objective is to streamline interactions and limit exposure of sensitive information.
Context ∞ The concept of minimal input is particularly relevant in the development of zero-knowledge proofs and other privacy-enhancing technologies within blockchain. News articles discussing advancements in scalability and privacy often reference techniques that reduce the data load for transactions or verifications. Achieving truly minimal input is a continuous research goal, impacting the efficiency and user experience of decentralized applications and digital asset transfers.