高师院校本科教学计划中应注意的问题

高师院校本科教学计划中应注意培养学生的专业、技能、素养,即:厚专业基础;重教师技能;强教师素养.     

L-Fuzzy商群的分解定理

借助Lα集合套和Lβ套理论给出了L-Fuzzy商群的分解定理，并给出它们在代数中的应用．     

Cloning, prokaryotic expression,purification and sequence analysis of 20S proteasome subunit gene from T.harzianum

The gene encoding the 20S proteasome subunit（PR29） was cloned from cDNA library of Trichoderma harzianum and expressed in Escherichia coli BL21 （D3） using a pET-28a expression system. The molecular weight of the protein was found to be approximately 29 kDa, as estimated by SDS-PAGE on gels. The target protein was insoluble when induced at 22℃ with 0.4 mmol/L IPTG, while dissoluble if induced at 37℃ with 0.8mmoL/L IPTG. The expressed product was purified through Ni-magnetic beads His Bind. The purity of the fusion protein reached above 80%. The entire eDNA sequence consisted of 1094 bp with 173 and 135 bp in 5＇ and 3＇ untranslated regions respectively. The gene encoding 261 amino acids has no signal peptide sequence. These results could provide a basis for validating the func-tions of PR29. It also provided a preliminary indication for further study of the mechanism and function of proteasome, and more information of proteasome mechanism in T.harzianum could be obtained.     

基于因子分析的西部各省份社会经济实证研究

首先介绍了因子分析方法的思想、数学模型;其次给出因子分析法的详细步骤;最后按照因子分析法的步骤,对西部12个省区市的经济发展水平进行了综合评价和排位,并针对西部12个省区市的社会经济发展的特点,提出推动西部各省份经济发展的几点政策措施的建议。     

基于集群系统的导弹流场并行数值模拟

采用36颗安腾2处理器和Infiniband网络设备构建了一套18节点的高性能计算集群系统,经过性能调优,其Linpack值达到每秒可执行1 886亿次浮点运算(188.6 GFlops)的水平.然后,将集群系统扩展为适用于计算流体力学并行应用的数值模拟平台.建立了约为783万结构化网格的战术导弹三维流场仿真模型,通过网格分区算法将模型移植到集群系统上并行求解,并测试了集群系统的性能.结果表明,构建的CFD数值模拟平台硬、软件资源配置合理,能够适用于中等规模的CFD并行仿真.     

IPv6中的网络隐蔽通道技术研究

为了扩展和丰富信息隐藏的载体，探讨了使用IPv6数据包进行信息隐藏的可能性，针对IPv6的不完善之处，对IPv6协议的数据包格式进行了详尽的分析，在此基础上发现了IPv6数据包中存在保留字段、转发时被节点忽略的字段、定义不完整字段和非关键字段等可隐匿信息的字段，这表明IPv6的冗余字段太多，协议设计时语法规则限定过宽，从而得出IPv6数据包是信息隐藏的良好载体的结论，上述字段构成了对象排序隐蔽通道等19种新的网络隐蔽通道，可用于特定目的的网络隐蔽通信，归纳了这些隐蔽通道的类型，对不同类型的隐蔽通道进行了阐述，最后对IPv6网络隐蔽通道的研究方向进行了展望。     

高等院校体育课程的设置

以高校现行的体育活动实践和理论为主要研究对象，采用文献资料法、问卷调查法，在对国内外高校体育课程发展现状的研究和对大学生的体育意识、体育态度、体育行为等方面进行调查分析和讨论基础上，从学生发展的需要出发探讨了高校体育课程设置．     

Improved Non-Sieving Quadratic Sieve

In this paper, we give about prime numbers and Blum two theorems and one guess integers.We prove the two theorems about Blum integers.Combining the guess with the primitive non-sieving quadratic sieve,we proposed a improved non-sieving quadratic sieve（INQS）.In INQS,we not only reduce the times of squares and modulo n, but also imply another important conclusion,that is,we don＇t need to find the greatest common divisor of two integers as we do in PNQS.By some examples,we compare it with the primitive non-sieving quadratic sieve（PNQS）. It＇s faster to factor a integer by using improved non-sieving quadratic sieve than the primitive one.     

A Method to Implement Full Anonymous Attestation for Trusted Computing Platform

Trusted computing （TC） technology is brought out by trusted computing group （TCG） to make computing as safe and reliable as people expect. Attestation is one main function specified by TCG, which is the means by which a trusted computer assures a remote computer whose platform is not tampered with. There are two protocols that implement attestation without disclosing the platform＇s real identity, which are Privacy CA-based protocol and direct anonymous attestation （DAA） protocol. However, in the first protocol the privacy CA is the bottleneck and the platform＇s identity will be disclosed if the privacy CA is compromise, while DAA protocol can do profiling when dealing with rogue hardware device. In this paper, we propose a DAA-extended new approach to ensure full anonymous attestation that can not only detect a rogue TPM, but also reveal rogue TPM＇s real identity.     

网架分段组装滑移总装施工问题的处理

本文通过工程实践 ,介绍了网架结构采用分段组装、滑移就位、总体组装施工中关键问题的处理