Fearless symmetry
了解 Avner Ash; Robert Gross 的《Fearless symmetry》（Fearless symmetry）：2007-02-22–2026-11-01 的 Hacker News 数据中有 7 次提及、6 位讨论者。阅读原文摘录、比较不同观点，将它加入你的书单。
分享到 X社区里的声音
最近 7 条来源记录提及不等于推荐。标签来自源数据的自动分类；请打开原始讨论核对上下文。
此记录保留了作者、时间和来源链接，请打开 HN 阅读完整上下文。
在 Hacker News 阅读原文此记录保留了作者、时间和来源链接，请打开 HN 阅读完整上下文。
在 Hacker News 阅读原文此记录保留了作者、时间和来源链接，请打开 HN 阅读完整上下文。
在 Hacker News 阅读原文此记录保留了作者、时间和来源链接，请打开 HN 阅读完整上下文。
在 Hacker News 阅读原文此记录保留了作者、时间和来源链接，请打开 HN 阅读完整上下文。
在 Hacker News 阅读原文此记录保留了作者、时间和来源链接，请打开 HN 阅读完整上下文。
在 Hacker News 阅读原文Hi, I had the same feeling as you (when I was 38) and I started a blog: http://fermatslasttheorem.blogspot.com I started with a sketch of the historical approach to Fermat's Last Theorem (Diophantus, Euler, Gauss, etc.) and I tried to resolve all proofs down to postulates. I would recommend finding an area that you are interested in and then finding a famous problem. My favorite books are: * Euler: Master of us all * Euclid's Elements * Hardy and Wright: Introduction to a Theory of Numbers * Jonathan Stillwell: Yearning for the Impossible * Ash and Gross: Fearless Symmetry * Jean-Pierre Tignol: Galois' Theory of Algebraic Equations * Edwards: Fermat's Last Theorem/Galois Theory I've been doing it now for almost three years and it's really worked out well for me and surprisingly, I am getting around 11,000 unique visitors to my site every …
在 Hacker News 阅读原文