We estimate the yield of the number field sieve factoring algorithm when applied to the 1024-bit composite integer RSA-1024 and the parameters as proposed in the draft version [17] of the TWIRL hardware factoring device [18]. We present the details behind the resulting improved parameter choices from [18]
In [1], Bernstein proposed a circuit-based implementation of the matrix step of the number field sie...
Security strength of RSA Cryptography is an enormous mathematical integer factorization problem. Ded...
Abstract. In [1], Bernstein proposed a circuit-based implementation of the matrix step of the number...
We estimate the yield of the number field sieve factoring algorithm when applied to the 1024-bit com...
Abstract. We estimate the yield of the number field sieve factoring al-gorithm when applied to the 1...
This paper reports on the factorization of the 768-bit number RSA-768 by the number field sieve fact...
On February 2, 1999, we completed the factorization of the 140--digit number RSA--140 with the help ...
On August 22, 1999, we completed the factorization of the 512--bit 155--digit number RSA--155 with t...
Colloque avec actes et comité de lecture. internationale.International audienceOn August 22, 1999, w...
Abstract. On February 2, 1999, we completed the factorization of the 140{digit number RSA{140 with t...
The theoretical view of cryptography usually models all parties, legitimate ones as well as attacker...
The difficulty of integer factorization is fundamental to modern cryptographic security using RSA en...
Abstract. In [1], Bernstein proposed a circuit-based implementation of the matrix step of the number...
1 Introduction The hardness of factoring large integers drawn from appropriate distributions is a ce...
It is intuitively clear that the security of RSA cryptosystem depends on the hardness of factoring a...
In [1], Bernstein proposed a circuit-based implementation of the matrix step of the number field sie...
Security strength of RSA Cryptography is an enormous mathematical integer factorization problem. Ded...
Abstract. In [1], Bernstein proposed a circuit-based implementation of the matrix step of the number...
We estimate the yield of the number field sieve factoring algorithm when applied to the 1024-bit com...
Abstract. We estimate the yield of the number field sieve factoring al-gorithm when applied to the 1...
This paper reports on the factorization of the 768-bit number RSA-768 by the number field sieve fact...
On February 2, 1999, we completed the factorization of the 140--digit number RSA--140 with the help ...
On August 22, 1999, we completed the factorization of the 512--bit 155--digit number RSA--155 with t...
Colloque avec actes et comité de lecture. internationale.International audienceOn August 22, 1999, w...
Abstract. On February 2, 1999, we completed the factorization of the 140{digit number RSA{140 with t...
The theoretical view of cryptography usually models all parties, legitimate ones as well as attacker...
The difficulty of integer factorization is fundamental to modern cryptographic security using RSA en...
Abstract. In [1], Bernstein proposed a circuit-based implementation of the matrix step of the number...
1 Introduction The hardness of factoring large integers drawn from appropriate distributions is a ce...
It is intuitively clear that the security of RSA cryptosystem depends on the hardness of factoring a...
In [1], Bernstein proposed a circuit-based implementation of the matrix step of the number field sie...
Security strength of RSA Cryptography is an enormous mathematical integer factorization problem. Ded...
Abstract. In [1], Bernstein proposed a circuit-based implementation of the matrix step of the number...