我在争斗志 发表于 2025-3-21 19:05:24
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Colonial and Early National Foundations, to convincingly open the ciphertext into a fake message. Despite the notable result by Sahai and Waters in STOC ’14 and other efforts in functionality extension, all the deniable public key encryption (.) schemes suffer from intolerable overhead due to the heavy building blocks, e.g., translucent sTrypsin 发表于 2025-3-22 03:43:02
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Algebra of Approximate Computationreshold implementation of a symmetric primitive, e.g., of a block cipher, each party holds a share of the secret key or of the input block. The output block is computed without reconstructing the secret key. This enables the construction of distributed TPMs or transciphering for secure data transmis合并 发表于 2025-3-22 16:15:04
Erwin Engeler,Gerhard Schwärzlervelopments on large-scale quantum computers, designing post-quantum SH has been investigated and three constructions were proposed: One is code-based [.] and two others are lattice-based [., .]. However, it turns out that the code-based construction [.] has a security flaw that the adversary easily合并 发表于 2025-3-22 19:22:10
Erwin Engeler,Gerhard Schwärzlerbilities. This paper focuses on addressing the storage overhead and privacy concerns associated with existing BSSE schemes. While Patel . (ASIACRYPT’21) and Bag . (PETS’23) introduced BSSE schemes that conceal the number of single keyword results, both of them suffer from quadratic storage overheadcylinder 发表于 2025-3-23 01:11:05
Lecture Notes in Computer Scienceerein the user establishes a strong cryptographic access credential with the server. To avoid the assumption of secure storage on the user side, the user does not store the credential directly, but only a password-protected version of it. The ingenuity of PBCs is that the password-based credential cvasospasm 发表于 2025-3-23 01:57:45
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https://doi.org/10.1007/978-94-010-2461-7that these .-complete problems provide post-quantum security contrary to the number theory assumptions currently used in cryptography. Using techniques recently introduced by Feneuil, Maire, Rivain and Vergnaud, this simple commitment scheme enables an efficient zero-knowledge proof of knowledge for