积分中值定理“中间点”的分析性质

讨论了积分中值定理中间点的单调性、连续性、可导性,给出了一组充分条件,并证明了三个相关定理．进一步完善了积分中值定理“中间点”的分析性质．     

含季节性虚拟变量的GM(1,1)模型及其应用

针对GM（1，1）模型难以准确预测季节性时间序列的问题，本文将季节性虚拟变量作为灰作用量引入传统GM（1，1）模型中，提出了含季节性虚拟变量的GM（1，1）模型（简记为GMSD（1，1））.在GMSD（1，1）模型定义型和白化型的基础上，推导了GMSD（1，1，x⁽¹⁾）模型、GMSD（1，1，x⁽⁰⁾）模型、GMSD（1，1，b）模型、GMSD（1，1，exp）模型、GMSD（1，1，C）模型等五种派生型GMSD（1，1）模型，构建了季节性虚拟变量GM（1，1）模型群.同时利用粒子群算法对GMSD（1，1）模型和GMSD（1，1，exp）模型中的解析式进行最优化求解.最后以中国水力发电量的季度数据为例，验证了含季节性虚拟变量的GM（1，1）模型及其派生模型的有效性和优越性.结果表明：相较于传统GM（1，1）模型，引入季节性虚拟变量的GMSD（1，1）模型及其派生模型更能准确地描述系统特征序列的季节性波动和周期性变化特征.     

Crosstalk model and estimation formula for VLSI interconnect wires

We develop an interconnect crosstalk estimation model on the assumption of linearity for CMOS device. First, we analyze the terminal response of RC model on the worst condition from the S field to the time domain. The exact 3 order coefficients in S field are obtained due to the interconnect tree model. Based on this, a crosstalk peak estimation formula is presented. Unlike other crosstalk equations in the literature, this formula is only used coupled capacitance and grand capacitance as parameter. Experimental results show that, compared with the SPICE results, the estimation formulae are simple and accurate. So the model is expected to be used in such fields as layout-driven logic and high level synthesis, performance-driven floorplanning and interconnect planning.     

绝望边缘的体认与言说——以《伤逝》为个案解析鲁迅的时间观与生命意识

在《伤逝》中 ,启蒙身份的丢失是根源于面对家庭的困惑。用什么来维系家庭成员 ,这是整个五四时期启蒙者的困境。小说采用叙述与体验两种截然不同的方式建构文本 ,透露出人生的悲剧 ,更重要的是凸现出鲁迅独特的时间观。在乌托邦与反乌托邦的平衡中 ,鲁迅与现实之间难以分割的关系促使他形成了“死后之生”的人生哲学     

关于积分中值定理"中间点"的渐近性

给出了并证明了减弱条件的积分中值定理"中间点"的渐近性.     

香港恒生指数期权市场的过度反应现象研究

论文以香港恒生指数期权市场为实证,对期权隐含波动率的“期限结构”进行了建模和研究。实证分析表明期权的隐含波动率具有很强的“中心回复”特性,那么,在有效市场假设和Black-Scholes期权定价模型正确性的前提之下,当一个期限较短的期权的隐含波动率发生变动时,另一个其他方面与之完全相同,但期限较长的期权,其隐含波动率的变动幅度应小于前一个期权隐含波动率的变动幅度。然而,通过对香港恒生指数期权市场的实证分析,两种不同统计检验方法的结果都对香港恒生指数期权市场的有效性假设提出了质疑－－市场并不是有效的基于理性预期的,而是存在着显著的“过度反应”现象。     

球面函数的Cesαro平均的收敛性与强求和及其逼近阶的研究

本文研究了球面上的函数用其Fourier—Laplace级数的一种重要的线性求和法-Cesαro平均来求和与强求和及其相应的逼近与强逼近的阶的研究状况、发展态势和前景展望等．     

实时数据通讯的方法及应用

介绍了在Windows98环境下,通过Modem和公用电话网(PSTN),利用设置好的"拨号网络",实现PC机系统之间的实时数据传输的方法。讨论了运用VB语言,调用WindowsAPI所提供的远程访问函数,设计了一个专用于"拨号网络"通讯的类,并详细介绍了该类的功能和用法。     

Real time monitoring of nucleic acids ligation based on molecular beacon

The replication, ligation and repair of nucleic acids are essential life processes that based the survival, pro-creation and evolution of creatures. These interactions involving proteins (enzymes) and nucleic acids have fas-cinated great interest of scientists[1]. The nucleic acids ligation has been revealed that it is catalyzed by ligase and co-enzyme (ATP or NAD)[2—4]. Along with in-depth re-search, the nucleic acids ligation becomes a significant and common tool employed in bioengineerin…     

Prediction of solar cycle based on the invariant

A new method of predicting solar activities has been introduced in this paper. The method can predict both the occurrence time and the maximum number of sunspot at the same time. By studying the variation of sunspot, we find that the combination of the several variables was nearly invariable during the entire solar cydes, as called invariant. And just only by determining the start time of a cycle, we can predict the occurrence time of cycle‘s peak value accurately. Furthermore, according to observational data of the sunspot cycles, it showed that the sunspot maximum number has correlation not only with the prophase variety of the number in the cycle but also with the anaphase of the previous period. So we can introduce an equivalent regression coefficient, which can dynamically self-adapt to different cycle lengths, and effectively solve the inconsistency between the accuracy and the lead-time of the forecast. It can guarantee the satisfied accuracy and effectively increases the lead-time of the forecast. This method can predict the maximum sunspot number for solar cycle at the approximate half rise of the period. This method predicts that the occurrence time of the maximum sunspot number for cycle 24 will be in January 2011.