搜索结果: 1-13 共查到“LWR”相关记录13条 . 查询时间(0.046 秒)
The impact of error dependencies on Ring/Mod-LWE/LWR based schemes
Lattice cryptography Ring-LWE Error Correcting Codes
2018/12/3
Current estimation techniques for the probability of decryption failures in Ring/Mod-LWE/LWR based schemes assume independence of the failures in individual bits of the transmitted message to calculat...
On the impact of decryption failures on the security of LWE/LWR based schemes
Lattice cryptography Post-quantum cryptography Decryption failures
2018/11/12
In this paper we investigate the impact of decryption failures on the chosen-ciphertext security of (Ring/Module)-Learning With Errors and (Ring/Module)-Learning with Rounding based primitives. Our an...
On the Hardness of the Computational Ring-LWR Problem and its Applications
Lattice Techniques Public Key Cryptography
2018/6/5
In this paper, we propose a new assumption, the Computational Learning With Rounding over rings, which is inspired by the computational Diffie-Hellman problem. Assuming the hardness of ring-LWE, we pr...
Saber: Module-LWR based key exchange, CPA-secure encryption and CCA-secure KEM
CPA-secure encryption CCA-secure KEM
2018/3/5
In this paper, we introduce Saber, a package of cryptographic primitives whose security relies on the hardness of the Module Learning With Rounding problem (Mod-LWR). We first describe a secure Diffie...
Lattice-Based Techniques for Accountable Anonymity: Composition of Abstract Stern’s Protocols and Weak PRF with Efficient Protocols from LWR
Lattice-Based Cryptography Zero-Knowledge Arguments of Knowledge Privacy-Preserving Protocol
2017/8/17
In an accountable anonymous system, a user is guaranteed anonymity and unlinkability unless some well-defined condition is met. A line of research focus on schemes that do not rely on any trusted thir...
Lizard: Cut off the Tail! Practical Post-Quantum Public-Key Encryption from LWE and LWR
Post-Quantum Cryptography Public-Key Encryption Learning with Rounding (LWR)
2016/12/7
The Learning with Errors (LWE) is one of the most promising primitive for post-quantum cryptography due to its strong security reduction from the worst-case of NP-hard problems and its lightweight ope...
Dimension-Preserving Reductions from LWE to LWR
lattice-based cryptography Learning with Errors LWE
2016/6/7
The Learning with Rounding (LWR) problem was first introduced
by Banerjee, Peikert, and Rosen (Eurocrypt 2012) as a derandomized
form of the standard Learning with Errors (LWE) problem.
The origina...
The Learning With Error problem (LWE) is becoming more
and more used in cryptography, for instance, in the design of some fully
homomorphic encryption schemes. It is thus of primordial importance to...
多等级交通流LWR模型的双曲性
双曲守恒律 多等级交通流 LWR模型 双曲性
2011/10/18
本文基于一阶双曲守恒律的相关理论研究了多等级交通流LWR模型，给出了该模型双曲性的数学证明。
调研了国外核电厂长寿命化研究、开发工作的现状，提出了核电厂长寿命化的若干关键问题。对压水堆（PWR）、沸水堆（BWR）运行过程中发生的设备老化、降级问题及其原因的调查分析表明，不可更换部件及更换极困难部件的寿命，制约或极大程度地影响了电厂的寿命，这些设备是：反应堆压力容器、堆内构件、安全壳及部分构筑物；在设备老化机理中，关键问题是中子辐照脆化、腐蚀损伤、疲劳及磨损。
用LWR学习进行乒乓球轨道预测的仿真研究
乒乓机器人 轨道 LWR
2008/7/10
乒乓机器人的任务是将球击回到对方的场地内．这个任务由两部分组成：知觉和行动．本文研究机器人的知觉问题，也就是利用ＬＷＲ（ＬｏｃａｌｙＷｅｉｇｈｔｅｄＲｅｇｒｅｓｓｉｏｎ）学习的方法预测接触反弹后的球的轨道．
多等级交通流LWR模型中的非线性波描述与WENO数值逼近
双曲性 特征线 交通波 WENO格式
2008/2/11
卷期页码：第26卷 第6期
(2005年6月) P.637
文章编号：1000-0887(2005)06-0637-08
多等级交通流LWR模型中的非线性波描述与WENO数值逼近
张鹏1,2，戴世强1，刘儒勋2
1.上海大学 上海市应用数学和力学研究所,上海 200072；2.中国科学技术大学 数学系，合肥 230026
摘要：证明了交通流多等级LWR(Lighthill-Whit...