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The First and Fourth Public-Key Cryptosystems with Worst-Case/Average-Case Equivalence
Electronic colloquium on computational complexity
We describe a public-key cryptosystem with worst-case/average case equivalence. The cryptosystem has an amortized plaintext to ciphertext expansion of O(n), relies on the hardness of the Õ(n 2 )-unique shortest vector problem for lattices, and requires a public key of size at most O(n 4 ) bits. The new cryptosystem generalizes a conceptually simple modification of the "Ajtai-Dwork" cryptosystem. We provide a unified treatment of the two cryptosystems.dblp:journals/eccc/AjtaiD07 fatcat:pbfgzkwz5zhhjpu3tpdftwdeua