Ⅰ型极值分布样本异常值的Irwin型检验

考虑Ⅱ型极值分布总体,给出了判断样本异常值的Irwin型检验统计量的分位点以及模拟试验的功效。其中部分结果已被国家标准GB6380—86所采用。     

中外军人核心价值观比较

军人核心价值观是军队共同的思想基础和强大的精神支柱，是实现军人价值的人生坐标和目标导向。中外军人由于所处国家政治文化背号的不同，其核心价值观各有千秋。文中通过对中外军人的核心价值观的分析，寻找中外军人核心价值观的异同点，吸取和借鉴外国军人核心价值观的合理成分和有效因素，为中国军人核心价值观的建设提供启迪和借鉴，更好地促进中国军队革命化、现代化和正规化建设。     

奥林匹克精神的人文价值及对学生人文素质的教育启示

运用人文社会学的方法,从人文价值的角度探讨了奥林匹克运动精神价值的本质及其人文价值,指出了奥林匹克运动的精神价值是人类社会进步的精义所在,进而探讨奥林匹克运动精神价值对提高学生人文素质的若干启示及注意问题.     

Linear Conjugate Boundary Value Problems

We discuss the linear conjugate boundary value problems on the unit circle and the real axis. We obtain some Fredholm integral equations. Using thess equations we discuss the solvable conditions on these problems and we also give a direct method for the extension problems on the real axis.     

半无穷区间二阶半正边值问题的多个正解的存在性

本文利用Leggett-Williams不动点定理结合平移变换的方法,研究了一类半无穷区间二阶半正边值问题的多个正解的存在性。     

试论幂函数的若干基本性质

本文对基本初等函数中最基本的同时也是最重要的函数——幂函数的多种基本性质进行了详细的讨论，这种讨论在初等函数的教学和研究中都是十分必要的。     

The Grid Algorithm of the Development Coefficient and the Combination Coefficient of Background Value in GM（1,1） Model

This article gives the algorithm of the sector in which the development coefficient is, and the steps to simultaneously calculate the development coefficient and combination coefficient of background value. Unifying the development coefficient and the background value＇s coefficient of combination to optimize the model together, avoiding the malpractice to separate the two in traditional method, and avoiding the error brought out by matrix multiplication because of matrix＇s illness and so on in the traditional way, therefore increases the precision of the model.     

反极大值比较原理和二阶Neumann边值问题解的唯一性

本文主要利用反极大值比较原理研究了带有Neumann边界条件的二阶微分方程解的唯一性条件。     

浅议现代平面设计色彩观的价值取向

从现代与传统之间的关系来看,现代平面设计色彩观的价值取向应该是关怀大众的生活质量的提高,以让观众更快、更直接地获取设计中所要表达的主要信息为目的;现代平面设计是追求人文精神和社会责任感的设计。     

A Class of Nonlinear Nonlocal Singularly Perturbed Reaction Diffusion Systems

The singularly perturbed initial boundary value problems for the reaction diffusion system are raised. Firstly, under suitable conditions, using a iteration technique, the differential inequalities theorem is constructed and introducing two auxiliary functions the existence and uniqueness theorem of solution for the basic reaction diffusion system is proved. Using the singularly perturbed method the formal asymptotic expressions of the solution are constructed with power series theory. By using the comparison theorem the existence and its asymptotic behavior of solution for the original problem are studied. Finally, using method of estimate inequalities, the structure of solutions for the problem is discussed thoroughly in three cases and asymptotic solution of the original problem is given. The asymptotic behavior of solution in the three cases is proved.