双香豆素与三氯硫磷的关环反应

通过双香豆素与三氯硫磷的关环反应，得到了一个含双香豆素环的季铵碱，其结构经元素分析、IR、1H和和31PNMR所确认．     

机械强度优化设计数学模型中的可靠性约束条件

文章介绍了一种以一次二阶矩理论为数学基础建立的机械强度优化设计中的可靠性约束条件。该条件具有直观、易于控制的特点。基于此条件建立的数学模型可以根据不同情况和要求调整约束强度，以满足各种设计的需要。在此基础上进行的桥式起重机箱形主梁的优化算例较好地反映了其约束效果。     

三分子反应的有关问题

用碰撞理论、活化能和过渡状态理论说明了三分子反应很少见的原因，并闸述了三分子反应的作用过程，列举了部分三分子反应，说明存在三分子反应。     

重氮去氮反应在S_N中的溶剂效应

以 2 ,4 二甲基 6 硝基乙酰苯胺为起始原料 ,用乙醇作还原剂合成了 3,5 二甲基硝基苯 ;给出　了产物光谱分析和高压液相色谱分析数据 ;分析重氮去氮反应在酸性介质中的溶剂效应并提出在浓酸溶液中 ,当　酸度函数H0 =- 3.5时生成物产率最好     

一类具有年龄结构的竞争系统的最优输入率控制

研究一类具有年龄结构的竞争系统的最优输入率控制问题．利用特征线法给出了解对控制变量的连续依赖性定理，利用法锥概念和共轭方程导出了最优性条件．所得结果可以为非线性的竞争系统最优控制问题提供必要的理论基础．     

对几道有机化学反应式写法的辨析

依据化学反应历程对几种不同教科书中的烯烃与卤素加成、氢化铝锂或硼氢化钠还原醛酮、卤仿反应的相关习题进行科学的辨析，对如何得出准确、规范和严谨的答案进行探讨。     

聚乙二醇与PdCl_2催化端烯衍生物芳基化研究

研究了聚乙二醇与PdCl_2催化碘苯与端烯衍生物芳基化反应．实验证明聚乙二醇有显著催化作用，产品具有极好的区域和立体选择性．     

欧姆定律的微观基础及适用条件

本文讨论了欧姆定律的表述形式，并分析了其微分形式的微观基础，在此基础上得出了欧姆定律的适用条件．     

ESTIMATION OF CHAIN REACTION BANKRUPTCY STRUCTURE BY CHANCE DISCOVERY METHO—WITH TIME ORDER METHOD AND DIRECTED KEYGRAPH

Chain reaction bankruptcy is regarded as common phenomenon and its effect is to be taken into account when credit risk portfolio is analyzed.But consideration and modeling of its effect leave much room for improvement.That is mainly because method for grasping relations among companies with limited data is underdeveloped.In this article,chance discovery method is applied to estimate industrial relations that are to include companies' relations that transmit chain reaction of bankruptcy. Time order method and directed KeyGraph are newly introduced to distinguish and express the time order among defaults that is essential information for the analysis of chain reaction bankruptcy.The steps for the data analysis are introduced and result of example analysis with default data in Kyushu, Japan,2005 is presented.The structure estimated by the new method is compared with the structure of actual account receivable holders of bankrupted companies for evaluation.     

Matrix equation and its application to classification of finite-dimensional estimation algebras

Under a very natural condition, a matrix equation is proved to have only trivial solution. This result is then applied to the classification problem of finite-dimensional estimation algebras, which gives a simpler proof of Tang s recent result on the constant structure of the O~matrix.