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- Interpolation_attack abstract "In cryptography, an interpolation attack is a type of cryptanalytic attack against block ciphers.In the attack, an algebraic function is used to represent an S-box. This may be a simple quadratic, or a polynomial or rational function over a Galois field. Its coefficients can be determined by standard Lagrange interpolation techniques, using known plaintexts as data points. Alternatively, chosen plaintexts can be used to simplify the equations and optimize the attack.Thomas Jakobsen introduced a probabilistic version of the interpolation attack using Madhu Sudan's algorithm for improved decoding of Reed-Solomon codes. This attack can work even when an algebraic relationship between plaintexts and ciphertexts holds for only a fraction of values.".
- Interpolation_attack wikiPageExternalLink jakobsen97interpolation.html.
- Interpolation_attack wikiPageExternalLink jakobsen98cryptanalysis.html.
- Interpolation_attack wikiPageExternalLink kurosawa00root.html.
- Interpolation_attack wikiPageExternalLink fse2000.pdf.
- Interpolation_attack wikiPageExternalLink videoplay?docid=-502705185794473481&hl=en.
- Interpolation_attack wikiPageExternalLink 16360275.htm.
- Interpolation_attack wikiPageID "3329538".
- Interpolation_attack wikiPageRevisionID "591809943".
- Interpolation_attack hasPhotoCollection Interpolation_attack.
- Interpolation_attack subject Category:Cryptographic_attacks.
- Interpolation_attack type Abstraction100002137.
- Interpolation_attack type Act100030358.
- Interpolation_attack type Activity100407535.
- Interpolation_attack type Attack100972621.
- Interpolation_attack type CryptographicAttacks.
- Interpolation_attack type Event100029378.
- Interpolation_attack type Operation100955060.
- Interpolation_attack type PsychologicalFeature100023100.
- Interpolation_attack type YagoPermanentlyLocatedEntity.
- Interpolation_attack comment "In cryptography, an interpolation attack is a type of cryptanalytic attack against block ciphers.In the attack, an algebraic function is used to represent an S-box. This may be a simple quadratic, or a polynomial or rational function over a Galois field. Its coefficients can be determined by standard Lagrange interpolation techniques, using known plaintexts as data points.".
- Interpolation_attack label "Interpolation attack".
- Interpolation_attack label "插值攻擊".
- Interpolation_attack sameAs m.0964cv.
- Interpolation_attack sameAs Q11078257.
- Interpolation_attack sameAs Q11078257.
- Interpolation_attack sameAs Interpolation_attack.
- Interpolation_attack wasDerivedFrom Interpolation_attack?oldid=591809943.
- Interpolation_attack isPrimaryTopicOf Interpolation_attack.