《非数学家的数学》封面

非数学家的数学

Mathematics for the Nonmathematician

Morris Kline · 初版 1962 年

12人推荐
14位读者提及
15次提及

为什么值得读

  • 从古埃及和希腊讲起,梳理数学发现历史脉络
  • 将抽象数学公式置于具体的历史背景中阐述
  • 配有良好练习题,非常适合自学重温数学

Hacker News 上怎么说

  • 一个很好的切入点是这两本书之一,它们都是从埃及/希腊的数学源头讲起,随着人类发现数学各分支的历史叙事来传授基础知识:《写给非数学家的数学》(Mathematics for the Nonmathematician)https://www.amazon.com/Mathematics-Nonmathematician-Morris-K... 或者《大众数学》(Mathematics for the Million)https://www.amazon.com/Mathematics-Million-Master-Magic-Numb... 两本相比我更喜欢克莱因那本……

    A good entry point are one of these books which start from the very beginning of math in Egypt/Greece and teach the fundamentals of math through a narrative as humans discovered the various parts: "Mathematics for the Nonmathematician" https://www.amazon.com/Mathematics-Nonmathematician-Morris-K... or "Mathematics for the Million" https://www.amazon.com/Mathematics-Million-Master-Magic-Numb... Of the two I prefered Kline's book…

  • 有位叫莫里斯·克莱因(Morris Kline)的作家写过不少相当实用的数学书。特别值得一提的是《写给非数学家的数学》和《微积分:一种直观与物理的方法》(Calculus: An Intuitive and Physical Approach)。前者梳理了数学史,把每一项数学发现都放回到了它应有的历史背景中。后者则涵盖了大部分……

    There's an author Morris Kline who wrote a number of fairly useful books on mathematics. Particularly worth mentioning are Mathematics for the Nonmathematician and Calculus: An Intuitive and Physical Approach. The former traces through the history of mathematics and places each of the math discoveries in their proper context. The latter covers most of the…

  • 在自学过程中,我遇到过不少有趣的数学书。我最喜欢的两本:- C. I. 帕尔默的《实用数学》(Practical Mathematics)- 莫里斯·克莱因的《写给非数学家的数学》。《实用数学》是本老书,最早出版于20世纪初。它从乘法一直讲到高等代数和三角学,内容巨细靡遗。书中采用了大量实用的……

    In the course of my self-education I've come across a number of interesting books for mathematics. My two favorites: - Practical Mathematics by C. I. Palmer - Mathematics for the Nonmathematician by Morris Kline Practical Mathematics is an old book, first published in the early nineteen hundreds. It covers everything beginning with multiplication to advanced algebra and trig. It uses practical…

  • ……跟你一样,也曾努力通过自学来提高自己的数学水平。《实用数学》(C. I. 帕尔默著,非常适合在一个不枯燥的框架下刷题和把东西学扎实);《写给非数学家的数学》(莫里斯·克莱因著,很适合保持学习动力,讲了大量的历史,课后练习也很棒)。这个网站也推荐了一些很棒的书:http://math-blog.com/2007/07/17/ten-must-read-books-about-ma...…

    …as you and endeavored to improve my mathematical skills in a self directed manner. "Practical Mathematics", C. I. Palmer (great for practice and learning your stuff in a framework that isn't boring) "Mathematics for the Nonmathematician", Morris Kline (great for staying inspired, it teaches a lot of history with good exercises) This website also has some great recommendations for books: http://math-blog.com/2007/07/17/ten-must-read-books-about-ma...…

  • 你可能会喜欢克莱因的《写给非数学家的数学》:http://www.amazon.com/Mathematics-Nonmathematician-Dover-Boo... 我自己还没读过,但我听不少懂行的教育界人士多次推荐过它。

    You may enjoy Mathematics for the Nonmathematician by Kline: http://www.amazon.com/Mathematics-Nonmathematician-Dover-Boo... I have not read it, but I have heard it recommended many times by knowledgeable educators.

  • 我真的很喜欢 Dover 出版、莫里斯·克莱因写的《写给非数学家的数学》。它增添了历史视角,能引发思考,并且讲解的基础证明也非常通俗易懂。

    I really like the Dover book Mathematics for the Nonmathematician by Morris Kline. It adds historical perspective, makes you think, and teaches basic and understandable proofs.

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