基于数据流程变换的Mashup性能优化方法

Mashup是一种流行的web2.0应用,由开发者将互联网上多个web数据源的数据进行聚合构建而成.大多数mashup工具支持通过可视化的数据流程设计来开发mashup,但是缺少编程经验的终端用户设计的数据流程可能执行效率很低,当处理较大规模数据时mashup的响应时间会大幅增加.本文研究如何通过数据处理操作的合并拆分、次序交换、并行化等技术实现mashup的数据流程优化,提高mashup的性能及可扩展性.本文提出一种新的mashup性能优化方法,对多样化的mashup组件标注其操作语义特征属性及代价模型,定义适用于mashup的流程变换规则,针对用户设计的rnashup数据流程生成所有与其语义等价的流程,并提出算法建立流程之间的代价偏序关系图从而快速选择执行代价最小的流程.文中实现了一个mashup工具,实验表明该方法可以有效提高终端用户设计的mashup的执行效率.     

支持JSR286和WSRP2.0规范的Portlet协作的设计

JSR286规范定义了本地Portlet之间的协作方式,WSRP2.0规范定义了远程Portlet之间的协作方式,但两者并未深入涉及远程Portlet和本地Portlet之间的协作问题,降低了Portlet的交互能力。针对这点不足,在WSRP2.0规范定义的事件分发及状态分发等协作机制基础上,设计了一个消费者门户主导的联邦协作框架。在该框架中,通过协作信息转换和协作服务作为中介,通过消息队列进行消息存储、消息验证和消息处理,实现了Portlet容器和代理容器的松散耦合,并支持远程Portlet和远程Portlet之间、远程Portlet和本地Portlet之间、本地Portlet和本地Portlet之间的协作。该框架与JSR286规范和WSRP2.0规范兼容,满足WSRP2.0模块的可插拔性,并具有良好的可扩展性和可移植性。     

基于MCF52223USB数据采集系统的实时性研究

详细分析了基于USB传输的数据采集系统的实时特性。针对实时工业控制环境,研究了采用32位微处理器MCF52223进行AD采集,并通过USB总线通信方式向PC机传送AD数据的多路数据采集系统的实时特性,并从软件滤波、数据传输等方面提出了提高系统实时性的有效方法,最后较为具体地给出了MCU方和PC方的编程方法。     

eCRM 2.0 applications and trends: The use and perceptions of Greek tourism firms of social networks and intelligence

Although previous CRM studies treat eCRM as a synonymous with 1:1 communications and personalised service at an individual basis, web 2.0 further enables firms and users to generate customer value and build customer relations through social networking, co-learning, co-production and collaboration. The paper advocates the development of eCRM 2.0 strategies aiming at exploiting both the networking and social/customer intelligence of web 2.0 by integrating and engaging customers and communities along firms’ value chain operations. The usage and readiness of Greek tourism firms to embark on eCRM 2.0 strategies was examined by conducting an e-mail survey and focused groups with tourism professionals. Despite the low adoption rates of eCRM 2.0, respondents were aware and greatly concerned about the practical implications of this field, which in turn elucidated an agenda for future research studies.     

Global existence and nonexistence for degenerate parabolic equations with nonlinear boundary flux

In this paper, by constructing various kinds of sub- and super-solutions and using the basic properties of M-matrix, we give the necessary and sufficient conditions of global existence for nonnegative solutions to a degenerate parabolic system with completely coupled boundary conditions, which generalize the recent results of, for instance, Cui [Z. Cui, Critical curves of the non-Newtonian polytropic filtration equations coupled with nonlinear boundary conditions, Nonlinear Anal. 68 (2008) 3201–3208], Zhou–Mu [J. Zhou, C. Mu, Algebraic criteria for global existence or blow-up for a boundary coupled system of nonlinear diffusion equations, Appl. Anal. 86 (2007) 1185–1197] etc.     

On global solutions to fractional functional differential equations with infinite delay in Fréchet spaces

In this paper, we investigate global uniqueness results for fractional functional differential equations with infinite delay in Fréchet spaces. We shall rely on a nonlinear alternative of Leray-Schauder type in Fréchet spaces due to Frigon and Granas. The results are obtained by using the α-resolvent family (S_α(t))_t≥0 on a complex Banach space X combined with the above-mentioned fixed point theorem. As an application, a controllability result with one parameter is also provided to illustrate the theory.     

On a new class of analytic functions associated with conic domain

The aim of this paper is to generalize the conic domain defined by Kanas and Wisniowska, and define the class of functions which map the open unit disk E onto this generalized conic domain. A brief comparison between these conic domains is the main motivation of this paper. A correction is made in selecting the range interval of order of conic domain.     

An inexact hybrid projection-proximal point algorithm for solving generalized mixed variational inequalities

In this paper, we investigate an inexact hybrid projection-proximal method for solving a class of generalized mixed variational inequalities in Hilbert spaces. We construct a general inexact hybrid projection-proximal point algorithm, in which an inexact relaxed proximal point step is followed by a suitable orthogonal projection onto a hyperplane. Under some suitable conditions concerned with the pseudomonotone set-valued mapping T, the nonsmooth convex function f and the step size λ_k, we prove the convergence of the inexact hybrid projection-proximal point algorithm for solving generalized mixed variational inequalities in Hilbert spaces.