New Diterpenoid Alkaloids from Delphinium Souliei Franch

Inourpreviouspapers'-',wehavereportedtheisolationandelucidationofaseriesofnewditerpenoidalkaloidsfromDelphinillnlsolllieiFranch.ContinuedphytochemcalinvestigationsontheconstituentsofthisplanthaveledtotheisolationoftwoothernewditerpenoidalkaloidssoulineE(l)andsoulineF(2).SoulineE(2.6mg)wasobtainedascolorlesscrystals,mpf77-78'C(fromethanol).[a]."8.0(c=0.05,CHCI;).itsmolecularformulaC,=H;,NO,wasderivedfromHkEIMS(M-f361.2613,cafe.361.2608).TheiHnmrspectrum(400MHz)exhibitedthefollowingsign…     

A Minor New Diterpenoid Alkaloids from the Roots of Delphinium Souliei Franch

Inourpreviouspapers1-3,wehavereportedtheisolationandelucidationofaseriesofnewditerpenoidalkaloidsfromtheaerialpartofDelphiniumsoulieiFranch.Inthisstudy,phytochemcalinvestigationsontheconstituentsoftherootsofthisplanthaveledtotheisolationofaminornewditerpenoidalkaloidsoulidine.A Minor New Diterpenoid Alkaloids from the Roots of Delphinium Souliei Franch1. K. Zhang, L. He, X. Pan, YZ. Chen Planta Med, 1998, 64(6), 580. 2. L. He, Y J. Pan, X. Pan, B. G. Li, Y Z. Chen Chin. Chem.…     

Nonparametric Regression with Singular Design

Theories of nonparametric regression are usually based on the assumption that the design density exists. However, in some applications such as those involving high-dimensional or chaotic time series data, the design measure may be singular and may be likely to have a fractal (nonintegral) dimension. In this paper, the popular Nadaraya–Watson estimator is studied under the general setup that the continuity of the design measure is governed by the local or pointwise dimension. It will be shown in the iid setup that the nonparametric regression estimator achieves a convergence rate which is dependent only on the pointwise dimension. The case of time series data is also studied. For the latter case, a new mixing condition is introduced, and an assumption of marginal or joint density is completely avoided. Three examples, a fractal regression and two applications for predicting chaotic time series, are used to illustrate the implications of the obtained results.     

截尾数据非参数回归函数加权核估计

在截尾数据下研究非参数回归函数加权核估计的相合性,对强相合性给出一些较弱的充分条件,这些结论较大程度地改进了现有的结论．     

随机删失数据下核密度估计的Berry-Esseen界

本文在随机删失数据下研究了概率密度函数的核估计,获得了此核估计的一个Berry－Esseen界.     

完全与截尾样本时半参数回归模型估计的强相合性

对于固定设计下的半参数回归模型：ｙ_ｉ=ｘｉβ＋ｇ（ｔｉ）＋ｅｉ,ｉ＝１,…,ｎ．其中｛ｅｉ｝为独立随机误差序列（不必同分布）,且Ｅｅｉ＝０,Ｅｅｉ２＝σ_ｉ~２＞０．对完全和截尾样本,仿文献［２］给出了β、ｇ（·）的估计量,并证明了他们的强相合性．     

无失效数据失效率的综合多层Bayes估计

文章对指数分布无失效数据的失效率,在先验分布为Ｇａｍｍａ分布时,在引进失效信息后,给出了多层Ｂａｙｅｓ估计以及综合多层Ｂａｙｅｓ估计,并给出了可靠度的综合估计。最后,结合实际问题进行了计算     

基于串行通信的高速DSP芯片 实验系统设计与实现

本文在总结国内外现有DSP仿真系统的基础上提出了一种借助单片机和串行通信实现数字信号处理程序实时运行和调试的新方法,并在此基础上介绍了在WINDOWS95平台下该DSP实验系统的设计过程。     

Calorimetric Data and Phase Equilibria Assessment in Silicate Systems Optimization of Mixing Properties of Silicate Melts

The thermodynamic data are assessed by using molecular solution model with excess Gibbs energy of mixing expressed by Redlich-Kister equation with temperature dependent parameters. The optimized data involve phase equilibria, enthalpy and entropy of formation of crystalline phases, heat capacity (C_p) data of solid and liquid pure components, enthalpy of mixing of liquid pure components, enthalpy and entropy of fusion of solid phases. Thermodynamic quantities consistent with available experimental phase equilibria and calorimetric measurements are established for solid phases and liquids in the system CaO·SiO₂ (CS)-CaO·Al₂O₃·2SiO₂ (CAS₂)-2CaO·Al₂O₃·SiO₂ (C₂AS). This revised version was published online in July 2006 with corrections to the Cover Date.