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Ceclinux的扯代码的地方
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Данные linkpad ( 4 Сентября 2017 ) | |
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about.me/ceclinux | About |
github.com/ceclinux | - |
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zespia.tw/hexo/ | hexo |
github.com/wuchong/jacman | Jacman |
Внутренние ссылки главной страницы ( 31 ) | |
# | - |
/atom.xml | RSS 订阅 |
/archives | Archives |
/project | Project |
/2016/01/12/javascript-primer-note/ | javascript primer note Do Not Use == 12null === undefined //falsenull == undefined //true Javascript’s Objects are dictionaries... |
/2015/12/31/2015年终总结/ | 2015年终总结 上半年的生活无疑是苦闷烦躁的。 今年的上半年,大多数时间在不停的做两件事情,等待和挤毕业论文。等待的过程无奈且痛苦的。很多的晚上我都辗转难眠,失望暴躁。因为仅仅一封邮件就可以改变你将来两年的生活 ── 我憋着论文,一遍又一遍的刷着一亩三分... |
/2015/08/21/RaspberryPi设置无线热点/ | RaspberryPi设置无线热点 心血来潮想把raspberry做一个无线路由器,网络上这样杂如牛毛,但是靠谱的却不多。我这里记录并且解释下里面一步步是在干什么。详细的文档还是需要参考相关书籍和相关RFC。 udhcpd 1sudo apt-get in... |
/2015/07/04/Limit-Product-Law证明/ | Limit Product Law证明 不翻译了,反正也翻译不好TAT Limit Product Law : Suppose $\lim_{x\to a}f(x) = L$ and $\lim_{x\to a}g(x)=M$,Then $$\lim_{x... |
/2015/06/21/快速排序的运行时间证明/ | 快速排序的运行时间证明 快排恐怕是最重要的一种排序了。在算法一书中,对于其证明,只有蜻蜓点水轻轻一过。这里整理下来自CLRS的快排证明。 最坏情况分析 利用代换法,可以证明快速排序的运行时间为$O(n^2)$。设T(n)是过程QUICKSORT作用于规模为... |
/2015/06/16/CLRS6-1解答/ | CLRS6-1解答 玩了下tikz^_^ We can build a heap by repeatedly calling MAX-HEAP-INSERT to insert the elements into the heap. Consider t... |
/2015/06/09/CLRS6-3-3解答/ | CLRS6.3-3解答 证明:在任一含n个元素的堆中,至多有$\lceil n/2^{h+1} \rceil$高度为h的节点 此题我觉得意义不是很大,肯定有更加优雅的证明方法。有趣的是答案基本上把二叉树的性质都来了一遍,所以我就当做复习,把它翻译下来了。 ... |
/2015/02/15/raspberry-pi折腾小记/ | raspberry pi折腾小记 其实网上的关于raspberry pi的manual, document, blog实在是多如牛毛,能怎么折腾的基本上都写完了。写这这篇的目的在于网上关于raspbian的文档实在太乱,同时我在折腾的时候习惯不好,喜欢瞟一... |
/2015/02/07/OAuth2.0简单实战/ | OAuth2.0简单实战 背景 本人去年在UCLA打酱油的时候曾经要求抓过新浪微博的有关数据。然而要读写这些微博信息和朋友关系,必须要在新浪围脖平台上注册应用。也就是要接触 OAuth 2.0 这个东西。当时基本不懂,今天看到了阮一峰博客上的这篇文章,决定... |
/2015/02/07/ffmpeg简单实战/ | ffmpeg简单实战 期末考试考完了,去北京看妹子的时候,网络不对,ubuntu也挂了。。。= = 什么是ffmpeg ffmpeg is a very fast video and audio converter that can also grab ... |
/null/2/ | Next |
/tags/CLRS/ | CLRS 3 |
/tags/linux/ | linux 2 |
/tags/raspberry-pi/ | raspberry pi 1 |
/tags/note/ | note 1 |
/tags/javascript/ | javascript 1 |
/tags/图像影音/ | 图像影音 1 |
/tags/ffmpeg/ | ffmpeg 1 |
/tags/数论/ | 数论 1 |
/tags/网络/ | 网络 1 |
/tags/raspberrypi/ | raspberrypi 1 |
/tags/Python/ | Python 1 |
/tags/OAuth/ | OAuth 1 |
/tags/数学/ | 数学 1 |
/tags/密码学/ | 密码学 1 |
/tags/感想/ | 感想 1 |
ceclinux.org/about | ceclinux |
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