促进山西转型发展的研究

随着经济全球化进程的加快,中国经济发展的战略重点已开始由沿海地区向中部地区转移,给山西发展带来了大好机遇.文章从山西的优势、瓶颈问题及解决对策等方面进行了阐述,必将对山西转型发展起到一定的借鉴作用.     

Mn:Fe:LiNbO3晶体全息存储的研究

本文用双光子记录法测试Mn:Fe:LiNbO3晶体二波耦合衍射效率.分别用绿光和红光作为记录光,紫外光作为选通光进行全息记录.用绿光作为记录光比用红光作为记录光得到的全息记录灵敏度提高约一个数量级,并且动态范围也有一定的提高.对记录光、选通光的作用和双掺杂Mn:Fe:LiNbO3晶体双光子全息存储的机理进行研究.     

基于STAGE的机载雷达对地面目标探测与跟踪的仿真实现

在对地面目标检测技术研究的基础上,提出了以STAGE为开发平台,建立机载雷达地面目标检测的软件仿真系统辅助机载雷达调试的方法,实现了机载雷达对地面慢动目标检测的软件仿真;详细描述了系统仿真模型的建立和在STAGE中具体实现;分析了系统的性能,并给出了仿真结果。     

田径训练短跑运动员生理机能评定及负荷诊断

运动员的身体机能评定是合理制定训练计划、确定训练指标、安排训练负荷的依据,是运动员创造运动成绩的生理基础.准确地掌握运动员的身体机能状态,是为了更好地完成训练任务.负荷是由负荷量和负荷强度所组成,反映训练的数量和质量的特征.     

不确定离散脉冲系统的保成本控制研究

许多实际系统都可归结为基于脉冲差分方程数学模型所描述的离散脉冲系统,针对此类离散脉冲系统,考虑一类范数有界时变参数不确定性和一个二次型性能指标,研究了其保成本状态反馈控制问题.首先根据李亚普诺夫稳定性理论与鲁棒控制的基本原理,给出了存在保成本控制器的一个充分条件,然后依据范数有界性参数不确定性已有的结论证明了该条件等价于一个线性矩阵不等式的可解性问题,并用这组线性矩阵不等式的可行解给出了保成本控制律的一个参数化表示.     

Frequent mutations of chromatin remodeling genes in transitional cell carcinoma of the bladder

Transitional cell carcinoma (TCC) is the most common type of bladder cancer. Here we sequenced the exomes of nine individuals with TCC and screened all the somatically mutated genes in a prevalence set of 88 additional individuals with TCC with different tumor stages and grades. In our study, we discovered a variety of genes previously unknown to be mutated in TCC. Notably, we identified genetic aberrations of the chromatin remodeling genes (UTX, MLL-MLL3, CREBBP-EP300, NCOR1, ARID1A and CHD6) in 59% of our 97 subjects with TCC. Of these genes, we showed UTX to be altered substantially more frequently in tumors of low stages and grades, highlighting its potential role in the classification and diagnosis of bladder cancer. Our results provide an overview of the genetic basis of TCC and suggest that aberration of chromatin regulation might be a hallmark of bladder cancer.     

自调式镦压挤胀复合液压机的研制

从力学原理、设计原理、整机结构、关键零部件的设计和工作程序,系统地介绍了自调式镦压挤胀复合液压机．由于压机设计了顶出缸对下活动横梁调节限位结构,回程拉杆对上镦压横梁的复位结构及镦压缸和气液储能器之间的连通协调结构,这不仅使该液压机结构紧凑,同时节省了上镦压横梁的回程液压缸、下活动横梁的镦压缸,并简化了上凸模与上镦压模分设的液压系统,而且解决了直齿圆柱齿轮在塑性成形过程中齿顶难以充满、齿根易出现微裂纹,以及成形压力过大和模具寿命过低的问题．     

Simulated annealing algorithm for the optimal translation sequence of the jth agent in rough communication

In rough communication, because each agent has a different language and cannot provide precise communication to each other, the concept translated among multi-agents will loss some information and this results in a less or rougher concept. With different translation sequences, the problem of information loss is varied. To get the translation sequence, in which the jth agent taking part in rough communication gets maximum information, a simulated annealing algorithm is used. Analysis and simulation of this algorithm demonstrate its effectiveness.     

Efficient combination rule of Dezert-Smarandache theory

The Dezert-Smarandache theory （DSmT） is a useful method for dealing with uncertainty problems. It is more efficient in combining conflicting evidence. Therefore, it has been successfully applied in data fusion and object recognition. However, there exist shortcomings in its combination rule. An efficient combination rule is presented, that is, the evidence＇s conflicting probability is distributed to every proposition based on remaining the focal elements of conflict. Experiments show that the new combination rule improves the reliability and rationality of the combination results. Although evidences conflict another one highly, good combination results are also obtained.     

Rough function model and rough membership function

Two pairs of approximation operators, which are the scale lower and upper approximations as well as the real line lower and upper approximations, are defined. Their properties and antithesis characteristics are analyzed. The rough function model is generalized based on rough set theory, and the scheme of rough function theory is made more distinct and complete. Therefore, the transformation of the real function analysis from real line to scale is achieved. A series of basic concepts in rough function model including rough numbers, rough intervals, and rough membership functions are defined in the new scheme of the rough function model. Operating properties of rough intervals similar to rough sets are obtained. The relationship of rough inclusion and rough equality of rough intervals is defined by two kinds of tools, known as the lower （upper） approximation operator in real numbers domain and rough membership functions. Their relative properties are analyzed and proved strictly, which provides necessary theoretical foundation and technical support for the further discussion of properties and practical application of the rough function model.