P2P流量控制方法的研究及实现

研究了流量控制技术,分析了令牌桶算法和RED算法的优缺点;给出了一种P2P流量控制算法,并且提出一种数据包调度策略和带宽配置策略,为用户合理分配了网络带宽资源,缓解了资源紧张现状,实现网络资源的按需分配;最后给出了实验测试结果。     

Simulating FAS-induced apoptosis by using P systems

In contrast to differential equations, P systems are an unconventional model of computation which takes into consideration the discrete character of the quantity of components and the inherent randomness that exists in biological phenomena. The key feature of P systems is their compartmentalised structure which represents the heterogeneity of the structural organisation of the cells, and where one can take into account the role played by membranes in the functioning of the system, for example signalling at the cell surface, selective uptake of substances from the media, diffusion across different compartments, etc. We show here that P systems can be a reliable tool for Systems Biology and could even outperform in some cases the current simulation techniques based on differential equations. We will also use a strategy based on the well known Gillespie algorithm but running on more than one compartment called Multi-compartmental Gillespie Algorithm.     

P systems with array objects and array rewriting rules

Array P systems were introduced by Paun Gh. which is linking the two areas of membrane computing and picture grammars. Puzzle grammars were introduced by us for generating connected picture arrays in the two-dimensional plane, motivated by the problem of tiling the plane. On the other hand, incorporating into arrays the developmental type of generation used in the well-known biologically motivated L systems, Siromoney and Siromoney proposed a very general rectangular array generating model, called extended controlled tabled L array system (ECTLAS). In this paper we introduce two variations of the array P system, called BPG array P system and parallel array P system. The former has in the regions array objects and basic puzzle grammar rules (BPG), which are a specific kind of puzzle grammar rules. In the latter, the regions have rectangular array objects and tables of context-free rules. We examine these two types of P systems for their array generative power.     

多氯联苯醚(PCDEs)的QSPR研究

以类原子的形式处理多氯联苯醚苯环上的基团(CH和CCl),构建分子的距离矩阵,以分子基团的均衡电负性对原子进行着色建立行矩阵,结合分子的距离矩阵和行矩阵,同时考查分子的相互间的作用情况,建立分子的结构参数——拓扑距离电负性指数.通过计算化合物的拓扑距离电负性指数(TDEI),以107种PCDEs理化性质的实验值为建模样本,建立了PCDEs的定量结构/性质相关(QSPR)模型,相关性良好.最后对107种PCDEs的三个理化性质进行了预测.     

基于传输层标志位的P2P流量识别技术

P2P(peer-to-peer)应用程序的使用愈来愈广泛,这些应用产生的网络流量可以占到网络总流量的50%以上,从而对其他的网络应用产生较大的影响。本文通过对FTP、HTTP和BitTorrent数据流的分析研究,提出了一种利用标志位进行P2P流量识别的方法。     

论体育学院大学生人文素质的提升

体育活动中"黑色现象"的不时出现,从一定程度上昭示了当前体育人人文素质需要提高的这一现实。文章认为体育学院大学生是未来的体育人,提升体育学院大学生人文素质实有必要,并在此基础上提出相应措施。     

高校体育院系开设舞龙运动项目的意义与优势

采用文献法、调查访问法分析在我国高校体育院系开设舞龙运动项目的意义，探讨项目开发具有的优势，结果表明：高校体育院系能担负起舞龙运动实现现代化的使命．     

P systems based multi-objective optimization algorithm

Based on P systems, this paper proposes a new multi-objective optimization algorithm (PMOA). Similar to P systems, PMOA has a cell-like structure. The structure is dynamic and its membranes merge and divide at different stages. The key rule of a membrane is the communication rule which is derived from P systems. Mutation rules are important for the algorithm, which has different ranges of mutation in different membranes. The cooperation of the two rules contributes to the diversity of the population, the conquest of the muhimodality of objective function and the convergence of algorithm. Moreover, the unique structure divides the whole population into several sub populations, which decreases the computational complexity. Almost a dozen popular algorithms are compared using several test problems. Simulation results illustrate that the PMOA has the best performance. Its solutions are closer to the true Pareto-optimal front     

浅析高校体育教师的心理健康

高校体育教师由于工作性质特殊,长年要面对各种恶劣的自然条件,这不仅需要健康的身体,更需要有健康的心理。通过分析影响高校体育教师心理健康的原因,以及如何进行心理调适,提高体育教师的心理健康水平,减少体育教师的心理疾病,促进心理健康的目的,以更好的心理和充沛的精力投入到学校体育教育事业当中。     

高校体育教学中场馆资源的开发利用

运用文献资料法对课程资源、体育课程资源的概念做了整理与分析,阐述了目前高校体育课程资源中场馆资源的开发利用存在的问题,并提出了一些建议,为高校体育场馆资源的开发利用提供了一定参考意见。