英雄无岁,江湖无辈 —— 旧江湖中的一句话
旧江湖中的一句话,李先生多次对我提及。很有滋味的一句话。
英雄无岁,江湖无辈 —— 旧江湖中的一句话
旧江湖中的一句话,李先生多次对我提及。很有滋味的一句话。
I believe the experience of TA at Tsinghua University is one of the most unforgettable experiences in my whole life. I was the TA for two courses: Linear Algebra and Data Structures. In this blog, I will focus on some highlights when I was the TA for Algorithm and Data Structure of EE department, Tsinghua.
This problem is originated from HMU’s homework for DFA. The automata is shown by the picture below:

In today’s techtalk in Pivotal Inc. one of my colleagues asked a question about the benefits of double the batch size of one step in a hashjoin algorithm. I think it is not obvious enough to understand it at first glimpse. So I offer the formal description and proof here to make sure that myself understand it well.
An idea just came up to me that using prolog to calculate 24.
本人号称锅哥(因为最喜欢看的小说是《黑锅》,已经看了无数遍了)。我2013年开始练武,结识了一些武术界江湖上得朋友,被引荐认识了李宝如先生(新中国早期体育健将、前北京市摔跤队教练、前北京市散打队教练)学摔跤,一直坚持到现在。习武练跤丰富了我的社会阅历、丰富了我的人脉圈。机缘巧合,一同练武的朋友里关系最好的三位,竟然全部是厨师,而且不是一般的厨师,都是大厨。有了这得天独厚的优势,我和大师傅们学了很久,也算出师了。这个博文,罗列一些我作为一个大师傅的拿手活儿。文章最后介绍一些我的这些大师傅们的情况。
Here is a video by Donald Knuth which I find very important for me.
Recently I started reading the book Types and Programming Languages. And I found it interesting to proof the lemmas in the book using Coq.