本原M序列二相编码雷达灵巧噪声干扰研究

基于利用前沿波形,通过预测超前获取雷达信号完整波形进而实施灵巧噪声干扰,提高干扰能量利用效率的目的,对采用由n级移位寄存器产生的本原M序列的二相编码雷达的编码预测问题进行了研究。给出了监测全零子序列,进而利用获得的最多前2n+2个码元,解n元线性方程组,预测获得完整M序列的方法。     

二元DNA Hamming码的设计及分析

DNA计算作为一种新的计算模式,有着强大的计算能力。实验表明,有效的编码可以提高DNA计算的可靠性,从而保证DNA计算的成功率。二元Hamming码是一类达到Hamming界的好码,也是仅有的两类完全码中的一类。文中基于纠错码编码理论给出了二元DNA Hamming码的设计过程,并进一步分析了所设计的二元DNA Hamming码的性质及其优点。     

Fast reused code tracing method based on simhash and inverted index

A novel method for fast and accurately tracing reused code was proposed. Based on simhash and inverted in-dex, the method can fast trace similar functions in massive code. First of all, a code database with three-level inverted in-dex structures was constructed. For the function to be traced, similar code blocks could be found quickly according to simhash value of the code block in the function code. Then the potential similar functions could be fast traced using in-verted index. Finally, really similar functions could be identified by comparing jump relationships of similar code blocks. Further, malware samples containing similar functions could be traced. The experimental results show that the method can quickly identify the functions inserted by compilers and the reused functions based on the code database under the premise of high accuracy and recall rate.     

Exhaled breath condensate: Determination of non-volatile compounds and their potential for clinical diagnosis and monitoring. A review

Exhaled breath condensate is a promising, non-invasive, diagnostic sample obtained by condensation of exhaled breath. Starting from a historical perspective of early attempts of breath testing towards the contemporary state-of-the-art breath analysis, this review article focuses mainly on the progress in determination of non-volatile compounds in exhaled breath condensate. The mechanisms by which the aerosols/droplets of non-volatile compounds are formed in the airways are discussed with methodological consequences for sampling. Dilution of respiratory droplets is a major problem for correct clinical interpretation of the measured data and there is an urgent need for standardization of EBC. This applies also for collection instrumentation and therefore various commercial and in-house built devices are described and compared with regard to their design, function and collection parameters. The analytical techniques and methods for determination of non-volatile compounds as potential markers of oxidative stress and lung inflammation are scrutinized with an emphasis on method suitability, sensitivity and appropriateness. The relevance of clinical findings for each group of possible non-volatile markers of selected pulmonary diseases and methodological recommendations with emphasis on interdisciplinary collaboration that is essential for future development into a fully validated clinical diagnostic tool are given.     

On the Hamming distances of repeated-root constacyclic codes of length 4ps

Let $p$ be an odd prime, $s$, $m$ be positive integers, $\gamma ,\lambda$ be nonzero elements of the finite field ${\mathbb{F}}_{p^m}$ such that ${\gamma }^{p^s}=\lambda$. In this paper, we show that, for any positive integer $\eta$, the Hamming distances of all repeated-root $\lambda$-constacyclic codes of length $\eta p^s$ can be determined by those of certain simple-root $\gamma$-constacyclic codes of length $\eta$. Using this result, Hamming distances of all constacyclic codes of length $4p^s$ are obtained. As an application, we identify all MDS $\lambda$-constacyclic codes of length $4p^s$.     

The dual code of any (δ+αu2)-constacyclic code over F2m[u]∕〈u4〉 of oddly even length

Let ${\mathbb{F}}_{2^m}$ be a finite field of cardinality $2^m$, $R={\mathbb{F}}_{2^m}\left[u\right]∕〈u^4〉={\mathbb{F}}_{2^m}+u{\mathbb{F}}_{2^m}+u^2{\mathbb{F}}_{2^m}+u^3{\mathbb{F}}_{2^m}$ $(u^4=0)$ which is a finite chain ring, and $n$ is an odd positive integer. For any $\delta ,\alpha \in {\mathbb{F}}_{2^m}^{\times }$, an explicit representation for the dual code of any $(\delta +\alpha u^2)$-constacyclic code over $R$ of length $2n$ is given. And some dual codes of $(1+u^2)$-constacyclic codes over $R$ of length 14 are constructed. For the case of $\delta =1$, all distinct self-dual $(1+\alpha u^2)$-constacyclic codes over $R$ of length $2n$ are determined.