一类两性分枝过程条件均值增长率的极限性质

本文主要研究随机环境中配对依赖人口数两性 Galton-Watson 分枝过程的条件均值增长率的极限性质．利用上可加函数的性质，得到配对单元平均增长率的极限性质和该过程条件均值的上界和下界．文中给出了关于过程条件均值增长率的两个序列，利用配对单元平均增长率的性质，获得了这两个序列的极限性质．随机环境中配对依赖人口数两性分枝过程比较复杂，本文的结论推广了现有的研究成果．     

钢结构稳定设计——理论与实践

本文提出了实际工程结构的非线性理论设计和分析方法(NIDA),并以澳门回归纪念馆的设计为例,展示了本方法的优越性.在设计过程中,设计者无需假设K系数和有效长度,在结构分析完成后便可迅速完成设计,因此本文提出的方法既经济又便利.尽管对于钢框架在往复荷载及动力荷载作用下的弹塑性大位移分析已经非常成熟,但本文的方法开创了结构的非线性分析及设计的新纪元,能够对现行的设计方法理论起到巨大的推动作用.     

条形药包药量计算公式探讨

本文通过现有诸药量计算公式的总结和统计分析，认为经验函数划（ｎ）以二次式较合适。并根据流体动力学理论和临界能量密度破碎准则，推导出ｆ（ｎ）的二次项公式，得ｑ＝ＫＷ２（１十ｎ２）／２；该式较符合实际，故推荐供参考。     

经食道心房调搏的放射性核素心血管造影

本文应用反符合电路剔除调搏脉冲干扰的方法,制成经食道心房调搏心电心音门电路触发装置,用于经食道心房调搏的核素心血管造影。参考Tzivoni标准,当逐级增加调搏心率至140次/min或亚极量心率后发现:冠心病人有调搏后EF降低;急性心肌梗塞病人EF减低更为明显,并呈室壁反向运动。因此,心房调搏核素心血管造影有助于冠心病,特别是心肌梗塞的诊断。     

上市公司现金股利政策影响因素实证分析——基于我国电力行业数据

影响现金股利分配政策的因素一直是学术界和各公司关注的焦点,文章以我国电力行业上市公司为样本,主要对影响现金股利分配的内部因素进行了实证分析。结果显示,现金股利分配与资产负债率、每股经营现金流量净额、每股收益和公司规模呈正相关关系,而与每股净资产和速动比率不相关。     

软岩击实试验结果影响因素分析

简述了土工试验中土样制备方法、击实标准对试验结果的影响,分析了制样过程中含水率随时间和温度变化的规律;提出了通过改变加土量和击实数,减小试样余土高度对结果的影响的结论。     

以“胡焕庸线”为界的中国东西部净初级生产力变化分析

推动区域均衡协调与可持续发展是我国的重大战略之一,植被净初级生产力（NPP）对生态环境是否可持续发展起着重要作用。以“胡焕庸线”为界把我国分为东、西部,从像元尺度和县级行政单元研究分析我国NPP、人口以及人均NPP时空变化,尤其是东、西部的区域差异。结果表明：我国人口增长较快,从1982年的10.05亿增长到2017年的13.95亿,以“胡焕庸线”为界的西部占比由5.91%增长到6.42%;我国NPP整体呈现增长的趋势,总量由1982年的2.69 Pg C增长到2015年的3.24 Pg C,增长率为16.60 Tg C/a,其中东部增长率12.30 Tg C/a是西部（4.30 Tg C/a）的近3倍;西部人均NPP远大于东部与全国,1982、2000、2010、2017年西部与全国人均NPP持续处于下降的状态,但下降速率略有放缓,东部人均NPP则在2017年首次出现增长。据此可知我国整体生态环境处于恢复的状态,但不同区域之间差异较大,因此在相关政策制定方面应该充分考虑区域差异性,以实现我国生态环境的区域协调发展。     

A multi-server perishable inventory system with negative customer

In this paper, we consider a continuous review perishable inventory system with multi-server service facility. In such systems the demanded item is delivered to the customer only after performing some service, such as assembly of parts or installation, etc. Compared to many inventory models in which the inventory is depleted at the demand rate, however in this model, it is depleted, at the rate at which the service is completed. We assume that the arrivals of customers are according to a Markovian arrival process (MAP) and that the service time has exponential distribution. The ordering policy is based on (s, S) policy. The lead time is assumed to have exponential distribution. The customer who finds either all servers are busy or no item (excluding those in service) is in the stock, enters into an orbit of infinite size. These orbiting customers send requests at random time points for possible selection of their demands for service. The interval time between two successive request-time points is assumed to have exponential distribution. In addition to the regular customers, a second flow of negative customers following an independent MAP is also considered so that a negative customer will remove one of the customers from the orbit. The joint probability distribution of the number of busy servers, the inventory level and the number of customers in the orbit is obtained in the steady state. Various measures of stationary system performance are computed and the total expected cost per unit time is calculated. The results are illustrated numerically.     

基于PU2RC的下行多用户MIMO系统多模发送方案

针对有限反馈下行多用户多输入多输出（multiple-input multiple-output, MIMO）系统,提出了一种基于每用户正交码率控制（per user unitary rate control, PU2RC）的多模发送方案。该方案通过最大化系统的遍历和速率来自适应地选取发送模式,即系统同时传输的并行数据流数目。由于直接计算系统的遍历和速率比较困难,论文推导出它的一个上界,并以最大化该上界来简化发送模式的选取。仿真结果表明,所提方案的遍历和速率性能优于传统PU2RC方案,特别当系统中用户数不大或者信噪比较高时,性能有明显的改善。     

Mario Salvadori and Mauro Picone: From Student and Teacher to Professional Fellowship

The correspondence between Mario Salvadori and Mauro Picone during the years 1934–1972 sheds light on the history of the Italian Institute for the Applications of Calculation. The IAC was a groundbreaking institution for mathematics in Italy, and great attention was given to the new means of mechanical calculation, first analogue, then electronic. It was in relationship to this that Mario Salvadori consulted with his former professor. The correspondence allows us to see also how that relationship changed from one of student-teacher to one of fellowship between professionals.

The books and individuals from whom I have learned what I know of numeric calculus are too numerous to list here, but I wish to express now my gratitude to Prof. Mauro Picone, director of the Istituto Nazionale per le Applicazioni del Calcolo (the Italian laboratory for applied mathematics which will house the International Center of Mechanical Calculus, recently founded), who was the first to teach me to love numbers while I was his student at the University of Rome some 20 years ago. M. Salvadori, Preface to Numerical Methods in Engineering, New York, Prentice-Hall, 1952