A practical cryptographic primitive refers to a fundamental, well-established cryptographic algorithm or function that is efficient and suitable for real-world application. These building blocks, such as hash functions, encryption schemes, or digital signatures, form the basis of secure digital systems. Their reliability and performance are critical for secure communication and data protection, underpinning digital trust.
Context
In crypto news, discussions about practical cryptographic primitives often pertain to the underlying security of blockchain protocols and digital asset transactions. The ongoing research focuses on developing new primitives that offer enhanced security, efficiency, or privacy features, such as those supporting zero-knowledge proofs. Their selection and implementation are vital for the robustness of decentralized systems and their continued advancement.
A new Universally Composable Threshold FHE decryption protocol achieves high throughput via an offline-online structure, enabling real-time confidential computation.
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