职业决策研究的新进展——PIC模型

职业决策研究是国内外职业心理学研究的难点。PIC模型是由以色列职业心理学家Gaff提出的一种系统的职业决策方法，其构建兼顾理论验证与实践运用。详析这一模型提出的理论基础及操作阶段，对团体和个人职业决策有重要帮助。     

The “Free Press” of Unionized Journalists and Students

This paper outlines a history of the union organizing of the American Newspaper Guild at Thomson Newspapers’ Peterborough Examiner in Canada from 1968 to 1969. It examines the communication tools that union members used to facilitate this labor organizing and “bite back” at the profitable Thomson chain. Peterborough newsworkers went on strike from November 1968 to April 1969 over union recognition. During the strike, the union members built an unprecedented alliance with Ontario university students, collaboratively launching a strike newspaper called the Peterborough Free Press. Expanding on the concept of temporary labor convergence, this paper considers how strike newspapers can be seen as a form of alternative journalism that newsworkers use as a campaigning tool to communicate their struggles to the public and put pressure on news corporations to bargain with them. This case study is situated in the local institutional contexts of labor relations at the Peterborough Examiner and the news industry in Peterborough, where Thomson Newspapers had a media monopoly. It is based on labor standpoint and signal juncture analyses of union archival documents and newspaper content. The research ultimately suggests that newsworkers should not only focus on communication tools but also build bridges with community members.     

学位论文选题是提高论文质量的关键

文章首先分析目前我校学位论文选题中存在的问题,针对影响选题质量的有关因素提出建议以改进选题工作,提高学位论文质量。     

中国剩余定理在曲面拼接中的应用

用计算机代数方法,研究了两个二次曲面的光滑拼接,给出了应用中国剩余定理得到的在两个截面平行的条件下的三次拼接曲面,并且由此得到的拼接曲面还满足超限插值问题.     

一类二元非乘积型Meyer-knig-Zeller概率算子的饱和定理

借助二元抛物线引理,探讨一类二元非乘积型Meyer-knig and Zeller概率算子的饱和性,得到了一个点态饱和定理.     

几类不等式的证明

不等式的证明在高等数学通用教材中遇到的较多，学生对它的处理往往无从下手，主要是因为由条件向结论过渡的解题方向不易确定，但是高等数学中不等式的证明还是有一些规律可循的。本文就不等式的证明归纳出了证明方法和基本思路。     

简易民事诉讼程序重构之研究——论简易民事诉讼程序重构之必要性

随着中国市场经济体制的确立及其深入发展，特别是中国加入WTO后与世界经济的融合，我国的简易事诉讼程序愈显弊拙，与政治、经济和社会各业发展的要求相去愈远，因此，必须对其进行理论与制度的重构。     

微分中值定理的推广

把微分中值定理推广到一元（行列式）函数、向量函数、抽象函数等n个方面.     

静电场环路定理在静电场中的地位及应用

文章从静电场力作功的特点出发，说明静电场是保守力场。然后通过与高斯定理比较，阐述了静电场环路定理在静电场中的地位。并通过两个典型例子说明静电场环路定理的应用。     

刍议海涅定理在分析学中的作用

讨论了海涅定理在数学分析、实变函数与泛函分析中的作用 ,并对相关问题作出了相应的阐释 .