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README-cn.md
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- 尾递归会更好么?
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- [ ] [什么是尾递归以及为什么它如此糟糕?](https://www.quora.com/What-is-tail-recursion-Why-is-it-so-bad)
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- [ ] [尾递归 (video)](https://www.youtube.com/watch?v=L1jjXGfxozc)
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- ### 动态规划（Dynamic Programming）
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- This subject can be pretty difficult, as each DP soluble problem must be defined as a recursion relation, and coming up with it can be tricky.
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- 这一部分会有点困难，每个可以用动态规划解决的问题都必须先定义出递推关系，要推导出来可能会有点棘手。
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- [ ] [Simonson: 动态规划 II - 课程 12 (video)](https://www.youtube.com/watch?v=v1qiRwuJU7g&list=PLFDnELG9dpVxQCxuD-9BSy2E7BWY3t5Sm&index=12)
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- [ ] 单独的 DP 问题 (每一个视频都很短):
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[动态规划 (video)](https://www.youtube.com/playlist?list=PLrmLmBdmIlpsHaNTPP_jHHDx_os9ItYXr)
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- [ ] Yale 课程笔记:
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- [ ] Yale 课程笔记:
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- [ ] [动态规划](http://www.cs.yale.edu/homes/aspnes/classes/223/notes.html#dynamicProgramming)
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- [ ] Coursera 课程:
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- [ ] [RNA 二级结构问题 (video)](https://www.coursera.org/learn/algorithmic-thinking-2/lecture/80RrW/the-rna-secondary-structure-problem)
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- [ ] [上下文切换操作会耗费多少时间?](http://blog.tsunanet.net/2010/11/how-long-does-it-take-to-make-context.html)
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- [ ] [跨数据中心的事务 (video)](https://www.youtube.com/watch?v=srOgpXECblk)
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- [ ] [简明 CAP 理论介绍](http://ksat.me/a-plain-english-introduction-to-cap-theorem/)
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- [ ] Paxos 一致性算法:
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- [ ] Paxos 一致性算法:
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- [时间很短](https://www.youtube.com/watch?v=s8JqcZtvnsM)
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- [用例 和 multi-paxos](https://www.youtube.com/watch?v=JEpsBg0AO6o)
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- [论文](http://research.microsoft.com/en-us/um/people/lamport/pubs/paxos-simple.pdf)
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- [ ] [一致性哈希](http://www.tom-e-white.com/2007/11/consistent-hashing.html)
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- [ ] [NoSQL 模式](http://horicky.blogspot.com/2009/11/nosql-patterns.html)
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- [ ] [OOSE: UML 2.0 系列 (video)](https://www.youtube.com/watch?v=OkC7HKtiZC0&list=PLGLfVvz_LVvQ5G-LdJ8RLqe-ndo7QITYc)
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- [ ] OOSE: 使用 UML 和 Java 开发软件 (21 videos):
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- [ ] OOSE: 使用 UML 和 Java 开发软件 (21 videos):
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- 如果你对 OO 都深刻的理解和实践，可以跳过这部分。
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- [OOSE: 使用 UML 和 Java 开发软件](https://www.youtube.com/playlist?list=PLJ9pm_Rc9HesnkwKlal_buSIHA-jTZMpO)
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- [ ] 面向对象编程的 SOLID 原则:
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- [更多](http://docs.google.com/a/cleancoder.com/viewer?a=v&pid=explorer&chrome=true&srcid=0BwhCYaYDn8EgMjdlMWIzNGUtZTQ0NC00ZjQ5LTkwYzQtZjRhMDRlNTQ3ZGMz&hl=en)
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- [ ] 可伸缩性:
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- [ ] [很棒的概述 (video)](https://www.youtube.com/watch?v=-W9F__D3oY4)
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- [ ] 简短系列:
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- [ ] 简短系列:
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- [克隆](http://www.lecloud.net/post/7295452622/scalability-for-dummies-part-1-clones)
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- [数据库](http://www.lecloud.net/post/7994751381/scalability-for-dummies-part-2-database)
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- [缓存](http://www.lecloud.net/post/9246290032/scalability-for-dummies-part-3-cache)
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---
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## 终面
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## 终面
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这一部分有一些短视频，你可以快速的观看和复习大多数重要概念。
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这对经常性的巩固很有帮助。
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#### 排序:
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- [ ] 归并排序: https://www.youtube.com/watch?v=GCae1WNvnZM
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## 书籍
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- [ ] [Cracking the Coding Interview, 6th Edition](http://www.amazon.com/Cracking-Coding-Interview-6th-Programming/dp/0984782850/)
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- 如果你看到有人在看 "The Google Resume", 实际上它和 "Cracking the Coding Interview" 是同一个作者写的，而且后者是升级版。
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### 附加书单
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### 附加书单
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这些没有被 Google 推荐阅读，不过我因为需要这些背景知识所以也把它们列在了这里。
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### 如果你有时间
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- [ ] [Introduction to Algorithms](https://www.amazon.com/Introduction-Algorithms-3rd-MIT-Press/dp/0262033844)
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- [ ] [Elements of Programming Interviews](https://www.amazon.com/Elements-Programming-Interviews-Insiders-Guide/dp/1479274836)
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- 如果你希望在面试里用 C++ 写代码，这本书的代码全都是 C++ 写的
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- 通常情况下能找到解决方案的好书.
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随着下面列举的问题思考下你可能会遇到的 20 个面试问题
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每个问题准备 2-3 种回答
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准备点故事，不要只是摆一些你完成的事情的数据，相信我，人人都喜欢听故事
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- 你为什么想得到这份工作？
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- 你解决过的最有难度的问题是什么？
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- 面对过的最大挑战是什么?
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*****************************************************************************************************
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*****************************************************************************************************
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Everything below this point is optional. These are my recommendations, not Google's.
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By studying these, you'll get greater exposure to more CS concepts, and will be better prepared for
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Everything below this point is optional. These are my recommendations, not Google's.
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By studying these, you'll get greater exposure to more CS concepts, and will be better prepared for
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any software engineering job.
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*****************************************************************************************************
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- ### Math for Fast Processing
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- [ ] [Integer Arithmetic, Karatsuba Multiplication (video)](https://www.youtube.com/watch?v=eCaXlAaN2uE&index=11&list=PLUl4u3cNGP61Oq3tWYp6V_F-5jb5L2iHb)
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- [ ] [The Chinese Remainder Theorem (used in cryptography) (video)](https://www.youtube.com/watch?v=ru7mWZJlRQg)
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- ### Treap
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- Combination of a binary search tree and a heap
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- [ ] [Treap](https://en.wikipedia.org/wiki/Treap)
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