Guojian's Homepage

📅 2025-02-11

微信红包，已经是中国人民生活中不可或缺的一部分。我有幸见证了腾讯和阿里移动支付之争，也见证了微信红包的诞生和崛起。在本文中，我就将个人的一些经验分享给大家，也顺便介绍一下红包背后的数学原理，以及如何将产品需求转化为数学模型。

📅 2025-01-28

The intricacies of the Mandelbrot set are fascinating, which is why I implemented it myself and enjoy exploring it. Additionally, by using a different calculation, we can generate the Julia set. Both are very famous fractal shapes.

📅 2024-12-30

某天，当我在O'Reilly上浏览的时候，突然发现了Uncle Bob的新书，《We, Programmers: A Chronicle of Coders from Ada to AI》。我一眼就看出这是我长久以来找寻的东西。如果不是这样一本书出现在我面前，我也想自己去整理这些信息。

📅 2024-11-11

Building my personal website has been both a learning experience and a way to relax. It's just satisfying to make something yourself. In this post, I’ll explain why I decided to switch from using GitHub Pages + Jekyll to Amplify + Next.js, and walk you through the actual migration process, including Static Site Generation, Dynamic Routes, and MDX.

📅 2024-10-01

📅 2024-08-27

Discover the symbiotic relationship between AI and mathematics. Learn how mathematical theories support AI algorithms and how AI advances mathematical research.

📅 2024-06-05

Building upon the square root of 2, we can develop a simple algorithm to calculate the square root of any number n with some extensions. Similarly, I strive to use methods that middle school and even primary school students can easily understand.

📅 2024-05-28

I aim to explain the square root of 2 in a way that middle school, and even primary school, students can easily understand. Additionally, we will explore the mathematical significance of the square root of 2 by examining its properties, history, and applications in areas such as geometry, engineering, and more.

📅 2022-03-03

This is my personal reading list, focusing primarily on technology-related books, but also including works on philosophy, art, and literature. It is updated periodically.