In order to allow for efficient use of extremely large moduli, Adi Shamir has proposed a variant of RSA in which one of the two prime factors is much smaller than the other. This node points out that unless special precautions are taken, simple implementations of Shamir's idea are subject to protocol attacks that recover the secret keys. (C) 1998 Published by Elsevier Science B.V. All rights reserved
Abstract. We show that choosing an RSA modulus with a small difference of its prime factors yields i...
International audienceLet N = pq be an RSA modulus with unknown factorization. Some variants of the ...
This paper reports four new cryptanalytic attacks which show that t instances of RSA moduli Ns = psq...
The Security of Rivest, Shamir and Adleman Cryptosystem known as RSA and its variants rely on the di...
This paper proposes new attacks on RSA modulus of type N = p²q. Given k RSA moduli Nі = p²iqi for k ...
In 1995. Shamir proposed a variant of the RSA cryptosystem that allows for the use of large moduli w...
International audienceThis paper presents three new attacks on the RSA cryptosystem. The first two a...
Abstract: The security of the Rivest-Shamir-Adelman (RSA) public key algorithm depends on the diffic...
The security on many public key encryption schemes relied on the intractability of finding the integ...
Given knowledge of one or more of the primes in a multiprime RSA modulus we show that the private ex...
Let N=pq be an RSA modulus with unknown factorization. The RSA cryptosystem can be attacked by using...
This paper proposes new attacks on modulus of type N = p2q. Given k moduli of the form Ni = p2iqi fo...
International audienceWe present three attacks on the Prime Power RSA with mod-ulus N = p^r q. In th...
International audienceLet N = pq be an RSA modulus with balanced prime factors. In 2018, Murru and S...
Multi-prime RSA is a variant of RSA in which the modulus is the product of more than two distinct pr...
Abstract. We show that choosing an RSA modulus with a small difference of its prime factors yields i...
International audienceLet N = pq be an RSA modulus with unknown factorization. Some variants of the ...
This paper reports four new cryptanalytic attacks which show that t instances of RSA moduli Ns = psq...
The Security of Rivest, Shamir and Adleman Cryptosystem known as RSA and its variants rely on the di...
This paper proposes new attacks on RSA modulus of type N = p²q. Given k RSA moduli Nі = p²iqi for k ...
In 1995. Shamir proposed a variant of the RSA cryptosystem that allows for the use of large moduli w...
International audienceThis paper presents three new attacks on the RSA cryptosystem. The first two a...
Abstract: The security of the Rivest-Shamir-Adelman (RSA) public key algorithm depends on the diffic...
The security on many public key encryption schemes relied on the intractability of finding the integ...
Given knowledge of one or more of the primes in a multiprime RSA modulus we show that the private ex...
Let N=pq be an RSA modulus with unknown factorization. The RSA cryptosystem can be attacked by using...
This paper proposes new attacks on modulus of type N = p2q. Given k moduli of the form Ni = p2iqi fo...
International audienceWe present three attacks on the Prime Power RSA with mod-ulus N = p^r q. In th...
International audienceLet N = pq be an RSA modulus with balanced prime factors. In 2018, Murru and S...
Multi-prime RSA is a variant of RSA in which the modulus is the product of more than two distinct pr...
Abstract. We show that choosing an RSA modulus with a small difference of its prime factors yields i...
International audienceLet N = pq be an RSA modulus with unknown factorization. Some variants of the ...
This paper reports four new cryptanalytic attacks which show that t instances of RSA moduli Ns = psq...