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Short signatures from the Weil pairing
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Asiacrypt 2001, Springer
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Boneh, D.1
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The security of Hidden Field Equations (HFE); Cryptographers'
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Nicolas Courtois: The security of Hidden Field Equations (HFE); Cryptographers' Track Rsa Conf. 2001, LNCS2020, Springer-Verlag, pp. 266-281.
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Courtois, N.1
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3
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84958969583
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Solving Underdefined Systems of Multivariate Quadratic Equations
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PKC 2002, Springer
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N. Courtois, L. Goubin, W. Meier, J.-D. Tacier: Solving Underdefined Systems of Multivariate Quadratic Equations; PKC 2002, LNCS 2274, Springer, pp. 211-227.
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4
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84929461941
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How to achieve a McEliece-based Digital Signature Scheme
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Asiacrypt 2001, Springer
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Nicolas Courtois, Matthieu Finiasz and Nicolas Sendrier: How to achieve a McEliece-based Digital Signature Scheme; Asiacrypt 2001, LNCS2248, Springer, pp. 157-174.
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PhD thesis, Paris 6 University, in French
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Nicolas Courtois: La sécurité des primitives cryptographiques basées sur les problèmes algébriques multivariables MQ, IP, MinRank, et HFE, PhD thesis, Paris 6 University, 2001, in French.
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La Sécurité des Primitives Cryptographiques Basées Sur Les Problèmes Algébriques Multivariables MQ, IP, MinRank, et HFE
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A Secure Digital Signature Scheme
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Neal Koblitz: Algebraic aspects of cryptography; Springer-Verlag, ACM3, 1998, Chapter 4: "Hidden Monomial Cryptosystems", pp. 80-102.
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Koblitz, N.1
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Hidden Fields Equations (HFE) and Isomorphisms of Polynomials (IP): Two new families of Asymmetric Algorithms
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35248850040
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Mémoire d'habilitation à diriger des recherches de l'Université Paris 7
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La Cryptographie Multivariable
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84958773425
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compilation of different papers with added materials. Available from Jacques.Patarin@louveciennes.tt.slb.com
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Jacques Patarin, Louis Goubin, Nicolas Courtois, + papers of Eli Biham, Aviad Kipnis, T. T. Moh, et al.: Asymmetric Cryptography with Multivariate Polynomials over a Small Finite Field; known as "orange script", compilation of different papers with added materials. Available from Jacques.Patarin@louveciennes.tt.slb.com
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Asymmetric Cryptography with Multivariate Polynomials over a Small Finite Field; Known As "Orange Script"
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Patarin, J.1
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Courtois, N.3
Biham, E.4
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12
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84947768941
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C*-+ and HM - Variations around two schemes of T. Matsumoto and H. Imai
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Jacques Patarin, Nicolas Courtois, Louis Goubin: C*-+ and HM - Variations around two schemes of T. Matsumoto and H. Imai; Asiacrypt 1998, pp. 35-49.
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Asiacrypt 1998
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Patarin, J.1
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13
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23944451880
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Unbalanced Oil and Vinegar Signature Schemes
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Springer-Verlag
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Unbalanced Oil and Vinegar Signature Schemes; Eurocrypt 1999, Springer-Verlag.
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Eurocrypt 1999
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14
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84937576636
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Quartz, 128-bit long digital signatures
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Cryptographers' Track Rsa Conference 2001, San Francisco 8-12 April 2001, Springer. See [14] for the updated Quartz specification
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Jacques Patarin, Louis Goubin, Nicolas Courtois: Quartz, 128-bit long digital signatures; Cryptographers' Track Rsa Conference 2001, San Francisco 8-12 April 2001, LNCS2020, Springer. See [14] for the updated Quartz specification.
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Patarin, J.1
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16
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84937571034
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Flash, a fast multivariate signature algorithm
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Cryptographers' Track Rsa Conference 2001, Springer
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Jacques Patarin, Louis Goubin, Nicolas Courtois: Flash, a fast multivariate signature algorithm; Cryptographers' Track Rsa Conference 2001, LNCS2020, Springer.
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LNCS
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An updated version of Sflash specification
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An updated version of Sflash specification. Available at http://www.cryptosystem.net/sflash/
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Security arguments for Digital signatures and Blind Signatures
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Summer Efficient signature schemes based on birational permutations
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D. Pointcheval, J. Stern: Security arguments for Digital signatures and Blind Signatures; Journal of Cryptology, Vol.13(3), Summer 2000, pp. 361-396. Efficient signature schemes based on birational permutations;
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Efficient Algorithms for solving Overdefined Systems of Multivariate Polynomial Equations
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Eurocrypt'2000, Springer-Verlag
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Nicolas Courtois, Adi Shamir, Jacques Patarin, Alexander Klimov, Efficient Algorithms for solving Overdefined Systems of Multivariate Polynomial Equations, Eurocrypt'2000, LNCS 1807, Springer-Verlag, pp. 392-407.
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LNCS
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