2013•Journal of Shandong UniversityRequires access

Security analysis of fast public key cryptosystem on matrix ring

GU Chun-shen

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Abstract

It is very important to analyze the security of fast public key cryptosystem suitable for computing devices with limited resources.By applying lattice reduction algorithm,it is not more difficult than the integer factorization problem to break the fast public key cryptosystem based on matrix ring.That is,given an oracle of factoring integers,there exists a polynomial time algorithm which solves the secret key from the public key.The correctness of security analysis is demonstrated by computational experiments.

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What this paper is about

It is very important to analyze the security of fast public key cryptosystem suitable for computing devices with limited resources.By applying lattice reduction algorithm,it is not more difficult than the integer factorization problem to break the fast public key cryptosystem based on matrix ring.That is,given an oracle of factoring integers,there exists a polynomial time algorithm which solves the secret key from the public key.The correctness of security analysis is demonstrated by computational experiments.

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Available abstract

It is very important to analyze the security of fast public key cryptosystem suitable for computing devices with limited resources.By applying lattice reduction algorithm,it is not more difficult than the integer factorization problem to break the fast public key cryptosystem based on matrix ring.That is,given an oracle of factoring integers,there exists a polynomial time algorithm which solves the secret key from the public key.The correctness of security analysis is demonstrated by computational experiments.

Key concepts: Cryptosystem, Correctness, Key (lock), Computer science, Public-key cryptography, Lattice reduction, Public key cryptosystem, Theoretical computer science

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