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Date: 2012-04-04 23:26:12Cryptography Post-quantum cryptography Multivariate cryptography Finite fields Lattice-based cryptography Hidden Field Equations Learning with errors QUAD RSA Reduction Computational hardness assumption Ideal lattice cryptography | Public-Key Cryptography from New Multivariate Quadratic Assumptions Yun-Ju Huang1,3 , Feng-Hao Liu2 , and Bo-Yin Yang3 1 3Add to Reading ListSource URL: precision.moscito.orgDownload Document from Source WebsiteFile Size: 261,61 KBShare Document on Facebook |
-Invertible Cycles for Multivariate Quadratic (MQ) Public Key Cryptography Jintai Ding1, , Christopher Wolf2 , and Bo-Yin Yang3, 1 University of Cincinnati and Technische Universität DarmstadtDocID: 1xVV9 - View Document | |
Public-Key Cryptography from New Multivariate Quadratic Assumptions Yun-Ju Huang1,3 , Feng-Hao Liu2 , and Bo-Yin Yang3 1 3DocID: 1xVNp - View Document | |
Multivariate Cryptography Louis Goubin, Versailles St-Quentin-en-Yvelines University, France, Jacques Patarin, Versailles St-Quentin-en-Yvelines University, France, and Bo-Yin Yang, Institute of Information Science, AcadDocID: 1xVDQ - View Document | |
Multivariate Public Key Cryptography Jintai Ding 1 2DocID: 1xVdX - View Document | |
Introduction The MQ Problem Polynomial Equivalence ProblemsDocID: 1nx18 - View Document |