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(De-)Constructing TLS     cryptographic protocols  TLS       2016/1/26
TLS is one of the most widely deployed cryptographic protocols on the Internet; it is used to protect the confidentiality and integrity of transmitted data in various client-server protocols. Its no...
We continue the research of Jansen et al. (IEEE Trans on Information Theory 1991) to construct De Bruijn sequences from feedback shift registers (FSRs) that contain only very short cycles. Firstly, ...
We consider the symmetric Feedback Shift Registers (FSRs), especially a special class of symmetric FSRs (we call them scattered symmetric FSRs), and construct a large class of De Bruijn sequences fr...
Sequences generated by maximum-period nonlinear feedback shift registers are known as de Bruijn sequences. The problem of designing de Bruijn sequences has received considerable attention. There is ...
We explain the origins of Boolean feedback functions of nonlinear feedback shift registers (NLFSRs) of fixed order n generating de Bruijn binary sequences. They all come into existence by cross joinin...
A binary de Bruijn sequence of order $n$ is a cyclic sequence of period $2^n$, in which each $n$-bit pattern appears exactly once. These sequences are commonly used in random number generation and sym...
A binary de Bruijn sequence of order $n$ is a cyclic sequence of period $2^n$, in which each $n$-bit pattern appears exactly once. These sequences are commonly used in random number generation and sym...
A binary de Bruijn sequence of order $n$ is a cyclic sequence of period $2^n$, in which each $n$-bit pattern appears exactly once. These sequences are commonly used in random number generation and sym...
n级de Bruijn-0/1序列,就是从de Bruijn序列2n个状态中去除一个全0状态(记为de Bruijn-0)或全1状态(记为de Bruijn-1)而得到的周期为2n-1的序列。研究了de Bruijn-0和de Bruijn-1(记为de Bruijn-0/1)序列的线性复杂度特性,提出了相关的定理并给出了证明,同时给出了4~6级de Bruijn-0/1序列线性复杂度的统计数据。
Chameleon signatures are non-interactive signatures based on a hash-and-sign paradigm, and similar in efficiency to regular signatures. The distinguishing characteristic of chameleon signatures is t...
The main result of this paper is that the Dolev-Yao model is a safe abstraction of the computational model for security protocols including those that combine asymmetric and symmetric encryption, sign...
De Bruijn序列因其庞大的数量和良好的伪随机性,在现代密码中有着广泛的应用。因此研究如何有效地快速生成DeBruijn序列是有非常重要的实际意义的问题。目前已有的算法尽管可以在计算机上实现,但每步仅能产生一个元素,因而成本很高。该课题将利用代数学知识及非线性移位寄存器理论提出全新的算法,该算法能减少运算次数,加快生成速度。

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