免费下载书籍地址：PDF下载地址
精美图片
Euler书籍详细信息
- ISBN：9780883853283
- 作者：暂无作者
- 出版社：暂无出版社
- 出版时间：1999-3-4
- 页数：192
- 价格：GBP 25.99
- 纸张：暂无纸张
- 装帧：暂无装帧
- 开本：暂无开本
- 语言：未知
- 丛书：暂无丛书
- TAG：暂无
- 豆瓣评分：暂无豆瓣评分
内容简介：
Leonhard Euler (1707-1783) was a man of faith: by evening he led the family Bible study, and by day he manipulated infinite series and assigned limits also by faith, if not by sight. Lacking clear definitions and useful theorems for the concepts of function, limit, and convergence, unencumbered by logical rigor, and despite progressive blindness, Euler did not hesitate to invent extraordinarily creative ways to manipulate equations and discover new truths in all fields of mathematics. Later generations have marveled at Euler’s insight and creativity, even as they have established rigorous verifications for his results.
Euler’s greatest early fame came in 1735 when he solved Jakob Bernoulli’s “Basel problem” by establishing the remarkable result that the sum of the reciprocals of the squares of the positive integers converges to one-sixth the square of pi. His collected works, written in Latin, French, and German, comprise more than 70 volumes. Thus, despite Laplace’s famous advice to “Read Euler, read Euler,” many modern inquirers will choose instead to read Dunham’s superb introduction to Euler’s accomplishments in eight selected areas of mathematics (number theory, logarithms, infinite series, analytic number theory, complex variables, algebra, geometry, and combinatorics). Dunham writes for a mathematically literate reader who has mastered calculus, but not necessarily much beyond that. For each topic, Dunham sets the mathematical context, provides clear, concise, and sometimes beautiful explanations of Euler’s accomplishments, and mentions subsequent developments by other mathematicians.
Dunham includes a short biography, and repeatedly envisions how Euler must have enjoyed his unexpected twists of thought. The reader also should smile at Euler’s inventiveness, such as when he used the divergence of the harmonic series to show that there are infinitely many primes.
书籍目录：
Chapters
1. Euler and Number Theory
2. Euler and Logarithms
3. Euler and Infinite Series
4. Euler and Analytic Number Theory
5. Euler and Complex Variables
6. Euler and Algebra
7. Euler and Geometry
8. Euler and Combinatorics
Conclusion
Appendix: Euler’s Opera Omnia
作者介绍：
暂无相关内容，正在全力查找中
出版社信息：
暂无出版社相关信息，正在全力查找中！
书籍摘录：
暂无相关书籍摘录，正在全力查找中！
在线阅读/听书/购买/PDF下载地址：
在线阅读地址：Euler在线阅读
在线听书地址：Euler在线收听
在线购买地址：Euler在线购买
原文赏析：
暂无原文赏析，正在全力查找中！
其它内容：
书籍介绍
Leonhard Euler (1707-1783) was a man of faith: by evening he led the family Bible study, and by day he manipulated infinite series and assigned limits also by faith, if not by sight. Lacking clear definitions and useful theorems for the concepts of function, limit, and convergence, unencumbered by logical rigor, and despite progressive blindness, Euler did not hesitate to invent extraordinarily creative ways to manipulate equations and discover new truths in all fields of mathematics. Later generations have marveled at Euler’s insight and creativity, even as they have established rigorous verifications for his results.
Euler’s greatest early fame came in 1735 when he solved Jakob Bernoulli’s “Basel problem” by establishing the remarkable result that the sum of the reciprocals of the squares of the positive integers converges to one-sixth the square of pi. His collected works, written in Latin, French, and German, comprise more than 70 volumes. Thus, despite Laplace’s famous advice to “Read Euler, read Euler,” many modern inquirers will choose instead to read Dunham’s superb introduction to Euler’s accomplishments in eight selected areas of mathematics (number theory, logarithms, infinite series, analytic number theory, complex variables, algebra, geometry, and combinatorics). Dunham writes for a mathematically literate reader who has mastered calculus, but not necessarily much beyond that. For each topic, Dunham sets the mathematical context, provides clear, concise, and sometimes beautiful explanations of Euler’s accomplishments, and mentions subsequent developments by other mathematicians.
Dunham includes a short biography, and repeatedly envisions how Euler must have enjoyed his unexpected twists of thought. The reader also should smile at Euler’s inventiveness, such as when he used the divergence of the harmonic series to show that there are infinitely many primes.
书籍真实打分
故事情节：3分
人物塑造：5分
主题深度：7分
文字风格：5分
语言运用：8分
文笔流畅：5分
思想传递：6分
知识深度：7分
知识广度：3分
实用性：5分
章节划分：7分
结构布局：5分
新颖与独特：5分
情感共鸣：7分
引人入胜：3分
现实相关：4分
沉浸感：9分
事实准确性：5分
文化贡献：4分
网站评分
书籍多样性：9分
书籍信息完全性：8分
网站更新速度：3分
使用便利性：6分
书籍清晰度：6分
书籍格式兼容性：4分
是否包含广告：7分
加载速度：8分
安全性：8分
稳定性：8分
搜索功能：7分
下载便捷性：8分
下载点评
- 字体合适(418+)
- 快捷(217+)
- 图文清晰(189+)
- 下载速度快(242+)
- 值得下载(579+)
- 少量广告(412+)
- 可以购买(487+)
- 实惠(408+)
- 还行吧(537+)
下载评价
网友 孔***旋：很好。顶一个希望越来越好，一直支持。
网友 辛***玮：页面不错 整体风格喜欢
网友 陈***秋：不错，图文清晰，无错版，可以入手。
网友 习***蓉：品相完美
网友 常***翠：哈哈哈哈哈哈
网友 冯***卉：听说内置一千多万的书籍，不知道真假的
网友 谭***然：如果不要钱就好了
网友 温***欣：可以可以可以
网友 蓬***之：好棒good
网友 孙***美：加油！支持一下！不错，好用。大家可以去试一下哦
网友 詹***萍：好评的，这是自己一直选择的下载书的网站
网友 国***舒：中评，付点钱这里能找到就找到了，找不到别的地方也不一定能找到
网友 养***秋：我是新来的考古学家
网友 晏***媛：够人性化！