标枪运动员肘部损伤的防治

本文介绍了标枪运动员肘部损伤的病理、病因及防治法,同时介绍了几种治疗方法并谈了笔者的几点建议.     

关于部分K值逻辑中准完备集之最小覆盖的一些结果（Ⅲ）

根据部分Ｋ值逻辑的完备性理论，证明了满足一定条件的完满对称函数集是Ｐｋ＊中准完备集之最小覆盖的必要组成部分．     

Construction of Resilient Functions

Based on the relationship Between nonlinearity and resiliency of a multi-output function, we present a method for constructing nonintersecting linear codes from packing design. Through these linear codes, we obtain n-variable, moutput, t-resilient functions with very high nonlinearity. Their nonlinearities are currently the best results for most of cases.     

非对称损失下的点预测问题

从统计判决理论角度考虑了非对称Linex损失下的点预测问题。定义了Linex无偏预测量并讨论了与之相关的一些结论。利用十分统计量给出了最优Linex无偏预测量。     

球形扁壳基本解推导的一种新途径

本文首先利用Hormander算子法将求解球形扁壳基本解的微分方程组归结为求解含有一个未知函数的八阶微分方程的基本解,然后引入两个辅助函数使微分方程降阶,将八阶微分方程转化为两个相互独立的四阶微分方程,以较为简捷的方式导出了球形扁壳的基本解。     

Human slow wave sleep: A review and appraisal of recent findings,with implications for sleep functions,and psychiatric illness

Recent findings concerning human slow wave sleep (hSWS-stages 3+4; delta EEG activity) are critically reviewed. Areas covered include the significance of the first hSWS cycle; hSWS in extended sleep; relationship between hSWS, prior wakefulness and sleep loss; hSWS influence on sleep length; problems with hSWS deprivation; influence of the circadian rhythm; individual differences in hSWS, especially, age, gender and constitutional variables such as physical fitness and body composition. Transient increases in hSWS can be produced by increasing both the quality and quantity of prior wakefulness, with an underlying mechanism perhaps relating to the waking level of brain metabolism. Whilst there may also be thermoregulatory influences on hSWS, hypotheses that energy conservation and brain cooling are major roles for hSWS are debatable. hSWS seems to offer some form of cerebral recovery, with the prefrontal cortex being particularly implicated. The hSWS characteristics of certain forms of major psychiatric disorders may well endorse this prefrontal link.     

加权井号函数及其应用

本文在R~n空间中,对可测函数,得到了加权的Caldron-Zygmund型分解定理(见引理1.3),加权的John-Nicrcnbcrg定理(见定理1.4).从而推广了Stromberg(1979)的相应结果,并利用其所得的主要定理(定理1.4).进一步讨论了加权井号函数与加权最大函数算子之间的关系,进一步讨论了加权井号函数算子范数与W-BMO_■,之间的关系,如定理2.8和定理2.9所述,参3。     

一管多芯松套充油单模光纤弯曲损耗的研究

本文研究了弯曲损耗与余长的关系,建立了一管多芯松套充油单模光纤的一种特定的弯曲模型,从而导出了弯曲损耗与光纤余长等参数的解析表达式,将弯曲损耗公式从Marcuse、Petermann的以弯曲半径为变量完善判断以光纤余长为变量,实验证明,理论模型与实验结果具有良好的一致性,为微束光纤光缆的研究、制造提供了一个简单可靠的理论依据。     

一类奇异方程边值问题样条差分格式的误差界

本文我们讨论了一类奇异方程x~(-a)(x~au′)′=f(x,u),u(0)=A或u′,(0)=0,u(1)=B,a=1,给出了这类方程的样条差分格式,证明了此格式具有二阶收敛性,并给出了一些数值例子。