Mathematics
微积分和数学分析引论(第一卷) 豆瓣
Introduction to Calculus and Analysis
作者: Richard Courant / Fritz John 译者: 张鸿林 / 周民强 科学出版社 2005 - 2
《微积分和数学分析引论(共2册)》分两卷,地一卷为单变量情形,第二卷为多变量情形。第一卷中译本分两册出版。《微积分和数学分析引论(共2册)》为第一卷第一分册,包括前三章,主要接受函数、极限、微分和积分的基本概念及其运算。《微积分和数学分析引论(共2册)》包含大量的例题和习题,有助于读者理解《微积分和数学分析引论(共2册)》的内容。
Data Mining 豆瓣
作者: Ian H. Witten / Eibe Frank Morgan Kaufmann 2005 - 6
As with any burgeoning technology that enjoys commercial attention, the use of data mining is surrounded by a great deal of hype. Exaggerated reports tell of secrets that can be uncovered by setting algorithms loose on oceans of data. But there is no magic in machine learning, no hidden power, no alchemy. Instead there is an identifiable body of practical techniques that can extract useful information from raw data. This book describes these techniques and shows how they work. The book is a major revision of the first edition that appeared in 1999. While the basic core remains the same, it has been updated to reflect the changes that have taken place over five years, and now has nearly double the references. The highlights for the new edition include thirty new technique sections; an enhanced Weka machine learning workbench, which now features an interactive interface; comprehensive information on neural networks; a new section on Bayesian networks; plus much more; algorithmic methods at the heart of successful data mining-including tried and true techniques as well as leading edge methods; performance improvement techniques that work by transforming the input or output; and, downloadable Weka, a collection of machine learning algorithms for data mining tasks, including tools for data pre-processing, classification, regression, clustering, association rules, and visualization-in a new, interactive interface.
什么是数学 豆瓣 Eggplant.place Goodreads
What is Mathematics
9.5 (19 个评分) 作者: [美] R·柯朗 H·罗宾 著 / I·斯图尔特 修订 译者: 左平 / 张饴慈 复旦大学出版社 2005 - 5
《什么是数学》既是为初学者也是为专家,既是为学生也是为教师,既是为哲学家也是为工程师而写的。它是一本世界著名的数学科普读物。书中搜集了许多经典的数学珍品,给出了数学世界的一组有趣的、深入浅出的图画,对整个数学领域中的基本概念与方法,做了精深而生动的阐述。
I·斯图尔特增写了新的一章,以新的观点阐述了数学的最新进展,叙述了四色定理和费马大定理的证明等。这些问题是在柯朗与罗宾写书的年代尚未解决,但现在已被解决了的。