浅谈IP地址的管理和子网的划分

针对目前互连网上许多用户不能合理使用和分配IP地址,造成大量IP地址浪费,从而导致IP地址资源紧张的现象。阐述了如何利用划分子网以及对IP地址进行合理的分配和管理,从而有效地节约IP地址资源。     

领域本体的关系抽取研究

利用机器学习和自然语言处理技术中的有关方法,研究从语料中抽取概念关系为领域本体构建服务。对等级关系以及领域关系的抽取方法作详细阐述,并通过实验证明该方法是有效的。     

基于本体构建的协同推荐研究

通过构建领域本体,利用用户兴趣与领域本体中概念的映射关系,构建用户兴趣本体,发掘用户兴趣模式。研究用户兴趣本体相似度的计算方法,并通过用户兴趣相似度进行垂直加权,通过时间新颖度进行水平加权,从而利用改进的加权关联规则挖掘算法对用户感兴趣的领域本体中的概念进行挖掘,实现面向内容的协同推荐。     

Quality and relevance of domain-specific search: A case study in mental health

When searching for health information, results quality can be judged against available scientific evidence: Do search engines return advice consistent with evidence based medicine? We compared the performance of domain-specific health and depression search engines against a general-purpose engine (Google) on both relevance of results and quality of advice. Over 101 queries, to which the term ‘depression’ was added if not already present, Google returned more relevant results than those of the domain-specific engines. However, over the 50 treatment-related queries, Google returned 70 pages recommending for or against a well studied treatment, of which 19 strongly disagreed with the scientific evidence. A domain-specific index of 4 sites selected by domain experts was only wrong in 5 of 50 recommendations. Analysis suggests a tension between relevance and quality. Indexing more pages can give a greater number of relevant results, but selective inclusion can give better quality.     

传统概念问题的当代形式逻辑剖析

尽管传统形式逻辑在概念问题上不研究大于1的n元名词而只研究仅占n分之1的1元名词，可是在这n分之1的研究中仍然存在着不少缺陷。譬如，关于概念的定义至今仍不能自圆其说；有些概念种类划分不合理；给概念内涵下的定义产生歧义；给普遍概念下的定义过宽；等等。传统形式逻辑是真正的逻辑科学，我们剖析的目的是深深地切望传统形式逻辑深刻正确的主导思想和久胜不衰的理论成果得到发扬光大。     

存在与生成:基于文本接受的教学认识逻辑

文本是客观世界所呈现出的本体存在与应然样态。作为教学的文本具有客观性、接受性与认同性。由于对先验内容的观念体认,召唤结构的内发生成,共生互融的认同语境,使通过文本的教学得以可能。基于文本接受的教学认识逻辑,应回归知识本体,对文本进行由博返约;激发召唤结构,生发基于作品的动态文本;追寻期待视野,涵育共生性的对话交往,从而实现主体与文本的共存。     

关于我国逻辑教学与研究中若干问题的思考

1978年以来,经过20多年的奋斗,我国逻辑教学与研究取得了不斐的成绩,并已初步实现现代化,但仍存在着不当的逻辑观、普通逻辑和现代逻辑的地位、逻辑学学科归属等问题.树立正确的逻辑观,坚定不移地走现代逻辑教学与研究的道路、大力普及和推广现代逻辑知识、根据培养目标的不同,分别开设现代逻辑课程和批判性思维课程.     

关于隐函数的又一命题

本文给出关于隐函数的一个新的结果,它可以直接断定隐函数的定义域。     

否定转移及其功能词的理解和翻译

从分析英语中的否定转移现象入手，探讨了否定转移功能词汇的理解和翻译技巧，也强调了语境、逻辑及常识在否定转译中的重要性。     

Puzzle Pedagogy: A Use of Riddles in Mathematics Education

Abstract

In this article, I present a collection of puzzles appropriate for use in a variety of undergraduate courses, along with suggestions for relevant discussion. Logic puzzles and riddles have long been sources of amusement for mathematicians and the general public alike. I describe the use of puzzles in a classroom setting, and argue for their use as a basis for discussion of the nature of mathematics, for development of problem-solving skills and confidence, and as a means of engaging students from a broad range of mathematical backgrounds. I suggest a consistent use of puzzles in a low-pressure setting as a possible means of fostering inquiry and a positive learning mindset among students.