一类Cox风险模型下的罚金函数

考虑了索赔来到的时间间隔和索赔量受外部环境干扰的Cox风险模型．通过求拉氏变换的方法分析了折扣罚金函数,并求出了零初始金时罚金函数的具体表示．     

Boussinesq方程的周期波解

扩展了Hirota法以构造Boussinesq方程的新的周期波解,即将Hirota法中的测试函数用新的测试函数来替代．显然扩展的Hirota方法也可以解其他类型的非线性演化方程．     

过程控制实验装置改造方案探讨

文章介绍了过程控制实验装置,并针对过程控制实验课程过程中出现的实验效果差等问题,通过建立对象的数学模型．从理论上分析了实验过程中产生问题的根本原因,在现有实验装置的基础上。提出了较为合理的改造方案。     

A mixture likelihood approach for generalized linear models

A mixture model approach is developed that simultaneously estimates the posterior membership probabilities of observations to a number of unobservable groups or latent classes, and the parameters of a generalized linear model which relates the observations, distributed according to some member of the exponential family, to a set of specified covariates within each Class. We demonstrate how this approach handles many of the existing latent class regression procedures as special cases, as well as a host of other parametric specifications in the exponential family heretofore not mentioned in the latent class literature. As such we generalize the McCullagh and Nelder approach to a latent class framework. The parameters are estimated using maximum likelihood, and an EM algorithm for estimation is provided. A Monte Carlo study of the performance of the algorithm for several distributions is provided, and the model is illustrated in two empirical applications.     

Fitting an extended INDSCAL model to three-way proximity data

The INDSCAL individual differences scaling model is extended by assuming dimensions specific to each stimulus or other object, as well as dimensions common to all stimuli or objects. An alternating maximum likelihood procedure is used to seek maximum likelihood estimates of all parameters of this EXSCAL (Extended INDSCAL) model, including parameters of monotone splines assumed in a quasi-nonmetric approach. The rationale for and numerical details of this approach are described and discussed, and the resulting EXSCAL method is illustrated on some data on perception of musical timbres.     

时间分数阶Klein-Gordon型方程的解析近似解

采用Adomian分裂方法,给出在Caputo导数意义下的时间分数阶Klein-Gordon方程的解析近似解,并举例说明了Adomian 分裂方法在求解上的高效性,通过4个表给出的近似解和精确解的误差,可以看出Adomian分裂方法在求解时间分数阶Klein-Gordon 方程时能得到很高的精度.     

大坝下游水体溶解气体浓度超饱和模型研究进展

大坝泄水建筑物过流水体强烈掺气容易导致下游水体中溶解气体(TDG)浓度超饱和,使下游一定水深处的水生生物遭受气泡病的危害,因此有必要对大坝水垫塘内强紊动水体的气液传质问题进行研究.本文对国内外TDG浓度超饱和模型的发展进行了简要的评述,分析总结了TDG输运方程、气液双流体模型、气泡界面传质系数、传质面积、气泡直径、掺气浓度和有效饱和浓度等的研究进展及其优缺点.其突出的问题是对气泡动力学认识不够,气泡数量、气泡聚并与破碎、气泡尺寸、气含率和气泡速度的求解仍存在诸多假设和尚需实验验证的系数.预测模型发展受到湍流模型、气泡表征方法和TDG输运方程的限制.本文为更好地完善水体TDG浓度超饱和模型提供了参考和依据.     

TOC与MRPⅡ、JIT生产控制模式仿真对比分析

对MRPⅡ与JIT生产控制模式对比,分析各自的优缺点;然后,依据约束理论的思想与原则,详细探讨TOC生产控制模式的概念、原则与方法;最后通过实例对TOC与MRPⅡ、JIT的运行效果进行了仿真对比分析。     

基于参数模型的自适应二进制算术编码算法

为了在视频编码系统中更灵活地运用二进制算术编码,分析了内容自适应二进制算术编码算法的原理和编码流程,针对编码中的模型参数提出了2种不同的参数模型配置:高编码效率参数模型和低复杂度参数模型。低复杂度参数模型与高编码效率参数模型相比,在同等编码质量下可以将运算量降低约30%,存储空间节省87.5%,并结合视频编码中的码率控制机制提出了编码过程中在两种参数模型之间的自适应切换策略,以此来实现熵编码中复杂度和编码效率的折中,以适应不同的应用需求。