"aha! Gotcha" and "aha! Insight" are here combined as a single volume. The aha! books, as they are referred to by fans of the author Martin Gardner, contain 144 wonderful puzzles from the reigning king of recreational mathematics. In this combined volume, you will find puzzles ranging over geometry, logic, probability, statistics, number,time, combinatorics, and word play. Gardner calls these puzzles aha! problems. He explains that aha! problems "seem difficult, and indeed are difficult if you go about trying to solve them in traditional ways. But if you can free your mind from standard problem solving techniques, you may be receptive to an aha! reaction that leads immediately to a solution. Don't be discouraged if, at first, you have difficulty with these problems. Try your best to solve each one before you read the answer. After a while you will begin to catch the spirit of offbeat , nonlinear thinking, and you may be surprised to find your aha! ability improving." Studies show that persons who possess a high aha! ability are all intelligent to a moderate level, but beyond that level there seems to be no correlation between high intelligence and aha! thinking. So dig into some of the puzzles in this book, and prepare yourself for an aha! experience.
1914年生于美国俄克拉荷马州的塔尔萨,1936毕业于芝加哥大学哲学系。1957年,加德纳在《科学美国人》杂志上开设了一个数学游戏专栏,这个专栏一直延续了四分之一个世纪,成为杂志的一个招牌栏目。他的数学科普著作被翻译成多国文字出版。由于数学科普方面的贡献,他荣获1987年美国数学会斯蒂尔奖和1994年数学交流奖。
http://www.aoshu.com/200709/492fcb6435d31.shtml 这个火柴的就是其中之一
评分 评分写完标题后想到的第一句话是: veni vedi veci, 在流行歌曲中这是法国非常清纯姑娘Alizee的一首歌, 在历史上这是Caesar说过的一句话. 回来说这本书. 首先我觉得这不能算是一本专业的数学书.我猜作者也是这样的看法, 毕竟作者主要是为科学美国人写一些能引起大众兴趣的东西. 但...
评分学习的最高境界,我一直在追求这个答案,每一阶段都会有不同的感悟,曾经一直停留在“熟能生巧”这个境界,后来发现这个不是最好的学习方法,在大二上学期领悟了“思维学习”法,觉得学习的本质是对思维方式的理解和灵活运用,这个世上有许多知识体系,但是这些知识来源于人类...
评分看了这本书才知道,原来那么多公司的笔试面试智力题是这么来的。这本书不但给出了一些著名的例题,更精彩的是总结了做此类题目的思路,并恰当的进行推广,对于扩散思维、脑筋休闲很有益处。现在才看到“几何”部分,虽然用的基本上是简单的平面几何知识,但有些题目的解答还真是...
about paradox in time, number, logic, statics, etc
评分about paradox in time, number, logic, statics, etc
评分about paradox in time, number, logic, statics, etc
评分about paradox in time, number, logic, statics, etc
评分about paradox in time, number, logic, statics, etc
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