LET P, Q BE TWO LARGE PRIMES AND N= . WE SHOW, IN THIS PAPER, THAT IF | − | ≤ 2 WHERE IS THE BIT-SIZE OF AND ∈ ℕ, THEN WE CAN COMPUTE EFFICIENTLY THE INTEGERS AND IN AT MOST COMPARISONS. OUR APPROACH CAN BE USED TO BUILD ATTACKS AGAINST RSA OR RABIN CRYPTOSYSTEMS
This paper reports four new cryptanalytic attacks which show that the t instances of RSA moduli N = ...
International audienceWe present three attacks on the Prime Power RSA with mod-ulus N = p^r q. In th...
The public parameters of the RSA cryptosystem are represented by the pair of integers N and e. In th...
International audienceWe consider four variants of the RSA cryptosystem with an RSA modulus N = pq w...
Factoring large integers is a fundamental problem in algebraic number theory and modern cryptography...
This paper presents a cryptanalytic approach on the variants of the RSA which utilizes the modulus N...
The major RSA underlying security problems rely on the difficulty of factoring a very la...
The first public key cryptosystem namely RSA has been used extensively throughout the world since i...
We revisit the factoring with known bits problem on RSA moduli. In 1996, Coppersmith showed that the...
[[abstract]]In the RSA system, balanced modulus N denotes a product of two large prime numbers p and...
Abstract. We show that choosing an RSA modulus with a small difference of its prime factors yields i...
We revisit the factoring with known bits problem on general RSA moduli in the forms of $N=p^r q^s$ f...
Rabin cryptosystem has fast encryption and proven as secure as the integer factorization problem. No...
The Security of Rivest, Shamir and Adleman Cryptosystem known as RSA and its variants rely on the di...
Let N=pq be an RSA modulus with unknown factorization. The RSA cryptosystem can be attacked by using...
This paper reports four new cryptanalytic attacks which show that the t instances of RSA moduli N = ...
International audienceWe present three attacks on the Prime Power RSA with mod-ulus N = p^r q. In th...
The public parameters of the RSA cryptosystem are represented by the pair of integers N and e. In th...
International audienceWe consider four variants of the RSA cryptosystem with an RSA modulus N = pq w...
Factoring large integers is a fundamental problem in algebraic number theory and modern cryptography...
This paper presents a cryptanalytic approach on the variants of the RSA which utilizes the modulus N...
The major RSA underlying security problems rely on the difficulty of factoring a very la...
The first public key cryptosystem namely RSA has been used extensively throughout the world since i...
We revisit the factoring with known bits problem on RSA moduli. In 1996, Coppersmith showed that the...
[[abstract]]In the RSA system, balanced modulus N denotes a product of two large prime numbers p and...
Abstract. We show that choosing an RSA modulus with a small difference of its prime factors yields i...
We revisit the factoring with known bits problem on general RSA moduli in the forms of $N=p^r q^s$ f...
Rabin cryptosystem has fast encryption and proven as secure as the integer factorization problem. No...
The Security of Rivest, Shamir and Adleman Cryptosystem known as RSA and its variants rely on the di...
Let N=pq be an RSA modulus with unknown factorization. The RSA cryptosystem can be attacked by using...
This paper reports four new cryptanalytic attacks which show that the t instances of RSA moduli N = ...
International audienceWe present three attacks on the Prime Power RSA with mod-ulus N = p^r q. In th...
The public parameters of the RSA cryptosystem are represented by the pair of integers N and e. In th...
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