In this paper, we point out that there exist some errors in the calculation of Zhao & Qi's attack. After re-calculating, the result shows that their attack is ...

Our improvemet supports the result of analogue Fermat factoring on LSBS-RSA, which claims that p and q cannot share more than least significant bits, where n is ...

In this paper, we point out that there exist some errors in the calculation of Zhao & Qi's attack. After re-calculating, the result shows that their attack is ...

LSBS-RSA denotes an RSA system with modulus primes, p and q, sharing a large number of least significant bits. In ISC 2007, Zhao and Qi analyzed the ...

LSBS-RSA denotes an RSA system with modulus primes, p and q, sharing a large number of least significant bits. In ISC 2007, Zhao and Qi analyzed the ...

Cryptanalysis of short exponent RSA with primes sharing least significant bits ; ISBN (Print), 9783540896401 ; Publication status, Published - 2008 ; Externally ...

We show that low public-exponent LSBS-RSA is inherently resistant to Partial Key Exposure (PKE) attacks in which least-significant bits of the secret exponent ...

Dive into the research topics of 'Cryptanalysis of short exponent RSA with primes sharing least significant bits'. Together they form a unique fingerprint. Sort ...

Let N = p q be an LSBS-RSA modulus where primes p and q have the same bit-length and share the m least significant bits, and (p − 1, q − 1) = 2.

We show that, if the prime numbers p and q share most significant bits, that is, if the prime difference | p - q | is sufficiently small, then one can solve the ...