亚纯函数涉及分担值的正规定则

运用Nevanlinna理论研究了亚纯函数涉及微分多项式与分担值的正规性问题,推广了张庆彩的结果.     

残留碳化物在等温球化处理中的作用

本文研究了5种钢在等温球化处理中残留碳化物的分布形态（数量、有效尺寸、弥散度、形状）的作用，结果表明，残留碳化物的有效尺寸越小，数目越多，形状为圆形时，效果较为理想。经过电子显微镜、金相显微镜以及理论上的分析，证实了点状残留碳化物起的作用为：使碳化物以短棒状和颗粒状析出，为以后碳化物长大做好准备，同时，本文还制定了GCr15和T12最佳的等温球化工艺。     

用图解解析法进行运动平面三个有限近位置的机构综合

本文用图解解析方法．建立了极点、镜像点和等角反向规律的数学模型；解决了运动平面三个有限接近位置机构综合的计算机辅助设计问题，并附有计算程序框图和工程设计实例．     

基于并行免疫遗传算法基因表达数据的动态模糊聚类

提出一种改进的并行免疫遗传算法, 通过在群体规模上引入“岛”的概念, 实现了可变的群体规模; 通过在适应度函数内引入免疫算子, 避免了算法过早收敛. 因此, 解决了寻优算法中局部收敛的困扰, 提高了获得全局最优解的几率. 把此算法应用于斯坦福大学酵母细胞周期表达数据库的数据进行共表达聚类, 并将实验结果与Spellman按照功能基因组学进行聚类所得结果进行了对比, 证明了所给算法在功能基因组 学聚类上的有效性.     

邻氨基噻唑偶氮类试剂质子化机理的研究

邻氨基噻唑偶氮类试剂［１～３］在不同酸度下呈现不同的颜色,关于其质子化发生的位置以及先后次序至今尚未见文献报道．本文通过量子化学计算,结合分光光度法对这类试剂质子化行为进行了研究．１实验方法１．１吸收光谱测定移取１．０ｍＬ１．０×１０－３ｍｏｌ／ＬＴ...     

Mutations in the gene encoding the basal body protein RPGRIP1L, a nephrocystin-4 interactor, cause Joubert syndrome

Protein-protein interaction analyses have uncovered a ciliary and basal body protein network that, when disrupted, can result in nephronophthisis (NPHP), Leber congenital amaurosis, Senior-L?ken syndrome (SLSN) or Joubert syndrome (JBTS). However, details of the molecular mechanisms underlying these disorders remain poorly understood. RPGRIP1-like protein (RPGRIP1L) is a homolog of RPGRIP1 (RPGR-interacting protein 1), a ciliary protein defective in Leber congenital amaurosis. We show that RPGRIP1L interacts with nephrocystin-4 and that mutations in the gene encoding nephrocystin-4 (NPHP4) that are known to cause SLSN disrupt this interaction. RPGRIP1L is ubiquitously expressed, and its protein product localizes to basal bodies. Therefore, we analyzed RPGRIP1L as a candidate gene for JBTS and identified loss-of-function mutations in three families with typical JBTS, including the characteristic mid-hindbrain malformation. This work identifies RPGRIP1L as a gene responsible for JBTS and establishes a central role for cilia and basal bodies in the pathophysiology of this disorder.     

含余割核奇异积分的求积公式

首先讨论了Hermite三角插值的收敛性问题,然后利用Hermite反三角插值公式建立了反周期函数正常积分的求积公式,最后通过分离奇点的方法建立了含余割核奇异积分的求积公式.     

MetaOJ: A Massive Distributed Online Judge System

Online Judge(OJ) systems are a basic and important component of computer education. Here, we present MetaOJ, an OJ system that can be used for holding massive programming tests online. MetaOJ is designed to create a distributed, fault-tolerant, and easy-to-scale OJ system from an existing ordinary OJ system by adding several interfaces into it and creating multiple instances of it. Our case on modifying the TUOJ system shows that the modification adds no more than 3% lines of code and the performance loss on a single OJ instance is no more than 12%. We also introduce mechanisms to integrate the system with cloud infrastructure to automate the deployment process. MetaOJ provides a solution for those OJ systems that are designed for a specific programming contest and are now facing performance bottlenecks.     

一类奇摄动初值问题解的渐近展开

用边界函数法研究了一类奇摄动初值问题解的渐近展开问题,证明了解的存在惟一性,并给出该解的渐近分析.     

一种新型的多址接入中继协作方案

现有多址中继协作方案的编码增益有限且用户之间不能相互辅助,为此,文中提出了一种结合网络与信道编码的多址中继协作方案:在中继端利用网络编码将不同用户的编码冗余同时转发,目的端通过对某个用户信息的正确译码恢复出其他用户的编码冗余.通过对译码错误事件概率的分析,推导了该方案的中断率与误码率近似值表达式.仿真结果表明,随着信噪比的提升,文中方案可获得比编码协作更好的中断率和误码率性能,同时信噪比较高的用户还可辅助提升信噪比较低的用户的性能.