Add to ORKG: Since the discovery of the RSA encryption scheme, primality domain has gained much interest. For the generation of keys for this code, two prime numbers are used. Amongst the different methods to deal with this problem, we are here interested in generation of certified prime numbers and we present a new method less costly in terms of computation in regard of the other methods of generation for a given size of prime numbers. Key-words: Cryptography; Prime number generation (R'esum'e : tsvp) y email: saouter@irisa.fr CENTRE NATIONAL DE LA RECHERCHE SCIENTIFIQUE Centre National de la Recherche Scientifique Institut National de Recherche en Informatique (URA 227) Universite de Rennes 1 -- Insa de Rennes et en Automatique -- unite...
From Caesar’s cipher to Germany’s enigma machine to modern day cryptosytems, cryptography spans thro...
An attacker can efficiently factor at least 184 distinct 1024-bit RSA keys from Taiwan's national "C...
In this paper, we generalize the concept of prime number and define the real primes. It allows to ap...
Since the discovery of the RSA encryption scheme, primality domain has gained much interest. For the...
Public-key cryptography is rapidly becoming ubiquitous in many aspects of "electronic" lif...
With the increasing amount of information transmitted over networks, there is a need to be able to k...
Este trabalho apresenta uma revisão teórica de alguns conceitos da teoria dos números como o princíp...
In this era of digital age a lot of secret and non-secret data is transmitted over the internet. Cry...
Cryptographic algorithms are oftenly based on large prime numbers. It is a difficult task to generat...
RSA digital signature is a public key algorithm, uses a private key for signing and a public key for...
Abstract. The generation of prime numbers underlies the use of most public-key cryptosystems, essent...
With the boom in information technology and the penetration of these technologies in an increasing n...
RSA is the most popular public-key cryptography. The main strength of the algorithm is based on the ...
The Rivest-Shamir-Adleman (RSA) algorithm is an asymmetric algorithm that is used in Public-Key Cryp...
The numbers of primes generated by two prime generation methods are evaluated. The methods considere...
From Caesar’s cipher to Germany’s enigma machine to modern day cryptosytems, cryptography spans thro...
An attacker can efficiently factor at least 184 distinct 1024-bit RSA keys from Taiwan's national "C...
In this paper, we generalize the concept of prime number and define the real primes. It allows to ap...
Since the discovery of the RSA encryption scheme, primality domain has gained much interest. For the...
Public-key cryptography is rapidly becoming ubiquitous in many aspects of "electronic" lif...
With the increasing amount of information transmitted over networks, there is a need to be able to k...
Este trabalho apresenta uma revisão teórica de alguns conceitos da teoria dos números como o princíp...
In this era of digital age a lot of secret and non-secret data is transmitted over the internet. Cry...
Cryptographic algorithms are oftenly based on large prime numbers. It is a difficult task to generat...
RSA digital signature is a public key algorithm, uses a private key for signing and a public key for...
Abstract. The generation of prime numbers underlies the use of most public-key cryptosystems, essent...
With the boom in information technology and the penetration of these technologies in an increasing n...
RSA is the most popular public-key cryptography. The main strength of the algorithm is based on the ...
The Rivest-Shamir-Adleman (RSA) algorithm is an asymmetric algorithm that is used in Public-Key Cryp...
The numbers of primes generated by two prime generation methods are evaluated. The methods considere...
From Caesar’s cipher to Germany’s enigma machine to modern day cryptosytems, cryptography spans thro...
An attacker can efficiently factor at least 184 distinct 1024-bit RSA keys from Taiwan's national "C...
In this paper, we generalize the concept of prime number and define the real primes. It allows to ap...