Enhancement of Specific Encryption Scheme

Abstract

Homomorphic cryptography scheme give the approach to outsource calculation to the cloud while preserving the secrecy of the information. To manage and increased the information that are being treated these days, good encryption result is the significant step for realism of homomorphic cryptography technique. In this paper, we consider the cryptography result of the Paillier scheme, the partly homomorphic scheme that lets to present sums on encrypted information without decrypt it. With the combination of both new and known schemes, we can enhance the scheme result by orders of magnitude compared with the simple execution. The new scheme decrease the sound computation by using sound calculation to produce fresh sound in the much quicker manner than by using standard schemes.

Keywords: homomorphic cryptography technique, Paillier scheme, integer factoring,