Factorization of a 512-Bit RSA Modulus
Identifieur interne : 00BF97 ( Main/Exploration ); précédent : 00BF96; suivant : 00BF98Factorization of a 512-Bit RSA Modulus
Auteurs : Stefania Cavallar [Pays-Bas] ; Bruce Dodson [États-Unis] ; Arjen K. Lenstra [États-Unis] ; Walter Lioen [Pays-Bas] ; Peter L. Montgomery [États-Unis, Pays-Bas] ; Brian Murphy [Australie] ; Herman Te Riele [Pays-Bas] ; Karen Aardal [Pays-Bas] ; Jeff Gilchrist [Canada] ; Gérard Guillerm [France] ; Paul Leyland [Royaume-Uni] ; Jöel Marchand [France] ; François Morain [France] ; Alec Muffett [Royaume-Uni] ; Chris And Craig Putnam [États-Unis] ; Paul Zimmermann [France]Source :
- Lecture Notes in Computer Science [ 0302-9743 ] ; 2000.
Descripteurs français
- Pascal (Inist)
- Wicri :
- topic : Courrier électronique, Cryptographie.
English descriptors
- KwdEn :
- Algebraic, Algebraic side, Algorithm, Calendar time, Cavallar, Computer arithmetic, Computer science, Computer theory, Cryptography, Cryptology, Cryptology asiacrypt, Cryptology eurocrypt, Dodson, Electronic mail, Eurocrypt, Factor bases, Factoring, Factorization, Factorization method, Free relations, Large primes, Lattice, Lattice siever, Lattice sieving, Lecture notes, Lenstra, Leyland, Line siever, Line sieving, Lter, Lter strategy, Matrix, Matrix size, Microsoft research, Mips, Mips years, Modulus, Number field sieve, Pages berlin, Points sieved, Polynomial search, Polynomial search time, Polynomial selection, Prime ideals, Root properties, Sieve, Sieve time, Sieved, Siever, Sieving, Square root, Square root step, Stefania, Stefania cavallar, Straightforward extrapolation, Total amount, Weight increase.
- Teeft :
- Algebraic, Algebraic side, Algorithm, Calendar time, Cavallar, Computer science, Cryptology, Cryptology asiacrypt, Cryptology eurocrypt, Dodson, Electronic mail, Eurocrypt, Factor bases, Factoring, Factorization, Free relations, Large primes, Lattice, Lattice siever, Lattice sieving, Lecture notes, Lenstra, Leyland, Line siever, Line sieving, Lter, Lter strategy, Matrix, Matrix size, Microsoft research, Mips, Mips years, Modulus, Number field sieve, Pages berlin, Points sieved, Polynomial search, Polynomial search time, Polynomial selection, Prime ideals, Root properties, Sieve, Sieve time, Sieved, Siever, Sieving, Square root, Square root step, Stefania, Stefania cavallar, Straightforward extrapolation, Total amount, Weight increase.
Abstract
Abstract: This paper reports on the factorization of the 512-bit number RSA-155 by the Number Field Sieve factoring method (NFS) and discusses the implications for RSA.
Url:
DOI: 10.1007/3-540-45539-6_1
Affiliations:
- Australie, Canada, France, Pays-Bas, Royaume-Uni, États-Unis
- Californie, Grand Est, Hollande-Septentrionale, Lorraine (région), New Hampshire, New Jersey, Pennsylvanie, Utrecht (province), Île-de-France
- Amsterdam, Nancy, Palaiseau, Utrecht
- Université d'Utrecht
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Le document en format XML
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<front><div type="abstract" xml:lang="en">Abstract: This paper reports on the factorization of the 512-bit number RSA-155 by the Number Field Sieve factoring method (NFS) and discusses the implications for RSA.</div>
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<name sortKey="Lenstra, Arjen K" sort="Lenstra, Arjen K" uniqKey="Lenstra A" first="Arjen K." last="Lenstra">Arjen K. Lenstra</name>
<name sortKey="Montgomery, Peter L" sort="Montgomery, Peter L" uniqKey="Montgomery P" first="Peter L." last="Montgomery">Peter L. Montgomery</name>
<name sortKey="Putnam, Chris And Craig" sort="Putnam, Chris And Craig" uniqKey="Putnam C" first="Chris And Craig" last="Putnam">Chris And Craig Putnam</name>
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<country name="Australie"><noRegion><name sortKey="Murphy, Brian" sort="Murphy, Brian" uniqKey="Murphy B" first="Brian" last="Murphy">Brian Murphy</name>
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<name sortKey="Murphy, Brian" sort="Murphy, Brian" uniqKey="Murphy B" first="Brian" last="Murphy">Brian Murphy</name>
</country>
<country name="Canada"><noRegion><name sortKey="Gilchrist, Jeff" sort="Gilchrist, Jeff" uniqKey="Gilchrist J" first="Jeff" last="Gilchrist">Jeff Gilchrist</name>
</noRegion>
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<country name="France"><region name="Île-de-France"><name sortKey="Guillerm, Gerard" sort="Guillerm, Gerard" uniqKey="Guillerm G" first="Gérard" last="Guillerm">Gérard Guillerm</name>
</region>
<name sortKey="Guillerm, Gerard" sort="Guillerm, Gerard" uniqKey="Guillerm G" first="Gérard" last="Guillerm">Gérard Guillerm</name>
<name sortKey="Marchand, Joel" sort="Marchand, Joel" uniqKey="Marchand J" first="Jöel" last="Marchand">Jöel Marchand</name>
<name sortKey="Marchand, Joel" sort="Marchand, Joel" uniqKey="Marchand J" first="Jöel" last="Marchand">Jöel Marchand</name>
<name sortKey="Morain, Francois" sort="Morain, Francois" uniqKey="Morain F" first="François" last="Morain">François Morain</name>
<name sortKey="Morain, Francois" sort="Morain, Francois" uniqKey="Morain F" first="François" last="Morain">François Morain</name>
<name sortKey="Zimmermann, Paul" sort="Zimmermann, Paul" uniqKey="Zimmermann P" first="Paul" last="Zimmermann">Paul Zimmermann</name>
<name sortKey="Zimmermann, Paul" sort="Zimmermann, Paul" uniqKey="Zimmermann P" first="Paul" last="Zimmermann">Paul Zimmermann</name>
</country>
<country name="Royaume-Uni"><noRegion><name sortKey="Leyland, Paul" sort="Leyland, Paul" uniqKey="Leyland P" first="Paul" last="Leyland">Paul Leyland</name>
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<name sortKey="Muffett, Alec" sort="Muffett, Alec" uniqKey="Muffett A" first="Alec" last="Muffett">Alec Muffett</name>
</country>
</tree>
</affiliations>
</record>
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