LiZhen Yang

           Department of Computer Science and engneering  
Shanghai Jiaotong University
Shanghai, 200030
Tel.: 86-021-62932207
Fax : 86-021-62932135
E-mail: yang-lz@cs.sjtu.edu.cn

My main research area is information security,  including cryptology and digital watermarking. 
Papers:

4)Lizhen Yang, Kefei Chen, Xiaoyun Wang. Cryptanalysis of self-shrinking generator, Electronics Letters,Volume: 39 Issue: 22 , 30 Oct. 2003 Page(s): 1586 -1586.
Download: word pdf ps
Abtract:
A simple cryptanalysis of the self-shrinking generator with very short keystream for the case of unknown connection polynomial is provided. The expected complexity of this cryptanalysis is 2^{1.5L} when the length of the LFSR of the generator is L.

3)杨礼珍,陈克非. 变换矩阵(mod n)的阶及两种推广Arnold 变换矩阵. 中国科学. 下载: pdf  word
摘要:在本文中,我们分析了矩阵(mod n)的阶的结构,然后给出有限域上的矩阵的阶和其Jordan 形的关系.然后我们给出两种2 Arnold 变换矩阵的n 维推广:A Arnold 变换矩阵和B Arnold 变换矩阵,并在我们前面的结果的基础上给出它们的阶的分析结果和其它性质.
Lizhen Yang, Kefei Chen,  On the orders of transformation matrices (mod n) and two types of generalized Arnold transformation matrices,  Science in China.
download: pdf, word
Abstract
In this paper, we analyze the structure of the orders of matrices (mod n), and present the relation between the orders of matrices over finite fields and their Jordan normal forms. Then we generalize 2-dimensional Arnold transformation matrix to two types of n-dimensional Arnold transformation matrices: A-type Arnold transformation matrix and B-type transformation matrix, and analyze their orders and other properties based on our former results about the orders of matrices.
   
2)杨礼珍等. 非线性组合生成器的相关攻击的若干研究, 西安电子科技大学学报. 
download: pdf, word
摘要: 本文研究了对非线性组合生成器进行相关攻击时的整体策略;提出了最优恢复顺序的概念;把基于线性多项式重构的快速相关攻击推广到两个LFSR的情形,从而在LFSR的相关系数过小导致相关攻击失效时仍有可能利用相关攻击。
Yang Li-Zhen, et. al, Research On Correlation Attacks On Nonlinear Generator, Xian dianzi keji daxue xuebao.
Abstract
This paper research on the whole scheme used by correlation attacks on nonlinear generators, proposes the concept of optimum order of recovery, and extends the fast correlation attacks through reconstruction of linear polynomials to two LFSRs condition that correlation attacks maybe used when the correlation coefficients are too small to used correlation attacks.
   
1)胡予濮, 肖国镇, 杨礼珍, 朱红儒. 非齐次进位模加群及其在密码体制中的应用, 西安电子科技大学学报.