文件名称：基于格的密码学学习资料
文件大小：13.65MB
文件格式：RAR
更新时间：2021-08-30 03:17:36
安
收集的基于格的密码学的一些经典论文。都是一些经典的方法
【文件预览】：
基于格的密码学
----2011 A New Lattice-Based Public-Key Cryptosystem.pdf(198KB)
----Broadcast 2009 Attacks against Lattice-Based Cryptosystems.pdf(294KB)
----2008 Trapdoors for Hard Lattices and New Cryptographic Constructions.pdf(488KB)
----2011 Making NTRU as Secure as Worst-Case Problems over Ideal Lattices.pdf(397KB)
----2011 One-Time Signatures and Chameleon Hash Functions.pdf(261KB)
----2010 Recursive Lattice Reduction.pdf(287KB)
----2010 Lattice-Based Blind Signatures.pdf(295KB)
----2010 Efficient lattice (H) IBE in the standard model.pdf(318KB)
----2009 On Lattices, Learning with Errors, Random Linear Codes, and Cryptography.pdf(506KB)
----2010 New Generic Algorithms for Hard Knapsacks.pdf(352KB)
----2008 Lattice-based Cryptography.pdf(423KB)
----2000 Lattice Reduction in Cryptology-An Update.pdf(355KB)
----2010 Public-Key Cryptosystems from the Worst-Case Shortest Vector Problem.pdf(903KB)
----2007 Improved Analysis of Kannan’s Shortest Lattice Vector Algorithm.pdf(559KB)
----基于格的代理签名方案.pdf(251KB)
----2011 Ring Signature Schemes from Lattice Basis Delegation.pdf(259KB)
----2011 Improving BDD Cryptosystems in General Lattices.pdf(274KB)
----2010 基于格的盲签名方案.pdf(124KB)
----2006 Lattice-Based Cryptography.pdf(476KB)
----2009 Post-quantum cryptography- lattice signatures.pdf(372KB)
----2008 一个新型的NTRU类数字签名方案.pdf(221KB)
----2010 Strongly Unforgeable Signatures and Hierarchical Identity-Based Signatures from Lattices without Random Oracles.pdf(311KB)
----2009 Efficient Public Key Encryption Based on Ideal Lattices.pdf(386KB)
----2011 Efficient Selective Identity-Based Encryption Without Random Oracles.pdf(477KB)
----2010 A Lattice-Based Threshold Ring Signature Scheme.pdf(268KB)
----格基规约理论及其在密码设计中的应用.nh(8.4MB)
----2008 Lattice-Based Identification Schemes Secure Under Active Attacks.pdf(561KB)
----2010 On Ideal Lattices and Learning With Errors Over Rings.pdf(356KB)
----2010 Threshold Decryption and Zero-Knowledge Proofs for Lattice-Based Cryptosystems.pdf(263KB)