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Improved fully homomorphic public-key encryption with small ciphertext size
fully homomorphic public-key encryption multivariate algebraic equation
2018/3/5
A cryptosystem which supports both addition and multiplication (thereby preserving the ring structure of the plaintexts) is known as fully homomorphic encryption (FHE) and is very powerful. Using such...
Fully homomorphic public-key encryption with small ciphertext size
fully homomorphic public-key encryption multivariate algebraic equation non-associative ring
2018/1/29
In previous work I proposed a fully homomorphic encryption without bootstrapping which has the large size of ciphertext. This tme I propose the fully homomorphic public-key encryption scheme on non-as...
Fully Homomorphic Public-key Encryption Based on Discrete Logarithm Problem
fully homomorphic public-key encryption discrete logarithm problem octonion ring
2016/1/27
In this paper I propose the new fully homomorphic public-key
encryption scheme without bootstrapping that is based on the discrete
logarithm assumption and computational Diffie–Hellman assumption of...