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在Bash中键入如下的命令 env VAR=() { :;}; echo Bash is vulnerable! Bash -c echo Bash Test 如果你看到了如下的输出 Bash is vulnerable! 0-1分布 理想的硬币是无偏的0-1分布,即正面和反面的概率应该是完全相等,都等于$ dfrac{1}{2}$(不能存在恰好立起来的情况, )。 这篇文章翻译自 The perfect int = float comparison 首先明确一下,这篇文章不是关于如何正确比较两个浮点值,而是如何精确比较一个浮点数和一个整数,也会谈到为什么在一些语言(C, C , PHP等)中的int value = float val. The feeling when reading others code. A list of programming music. A bug of the GCC 4.8s O2 option. Randomized Algorithm Problem 1.7. FFT, 卷积, 多项式乘法, 大整数乘法. And Theme by Pacman.

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klogk's Website | klogk.com Reviews
<META>
DESCRIPTION
在Bash中键入如下的命令 env VAR=() { :;}; echo Bash is vulnerable! Bash -c echo Bash Test 如果你看到了如下的输出 Bash is vulnerable! 0-1分布 理想的硬币是无偏的0-1分布,即正面和反面的概率应该是完全相等,都等于$ dfrac{1}{2}$(不能存在恰好立起来的情况, )。 这篇文章翻译自 The perfect int = float comparison 首先明确一下,这篇文章不是关于如何正确比较两个浮点值,而是如何精确比较一个浮点数和一个整数,也会谈到为什么在一些语言(C, C , PHP等)中的int value = float val. The feeling when reading others code. A list of programming music. A bug of the GCC 4.8s O2 option. Randomized Algorithm Problem 1.7. FFT, 卷积, 多项式乘法, 大整数乘法. And Theme by Pacman.
<META>
KEYWORDS
1 klogks website
2 archives
3 hello world
4 之前用的是docpad
5 docpad生成静态文件速度太慢,乱七八糟的插件也太多了,过于臃肿
6 bash test 那么,恭喜你,你的bash存
7 投硬币与概率分布的生成
8 投硬币是组合数学和概率统计中经典的问题
9 最近看了不少投硬币和概率有关的问题,总结一下
10 用信息的观点,无偏硬币其实对应了一个等概率的
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klogks website,archives,hello world,之前用的是docpad,docpad生成静态文件速度太慢,乱七八糟的插件也太多了,过于臃肿,bash test 那么,恭喜你,你的bash存,投硬币与概率分布的生成,投硬币是组合数学和概率统计中经典的问题,最近看了不少投硬币和概率有关的问题,总结一下,用信息的观点,无偏硬币其实对应了一个等概率的,译文 int= float的完美实现,令$l pi $表示置换$ pi$中最长递增子序列的长度,a 对于足够大的$n$和某个常数$c$
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klogk's Website | klogk.com Reviews

https://klogk.com

在Bash中键入如下的命令 env VAR=() { :;}; echo Bash is vulnerable! Bash -c echo Bash Test 如果你看到了如下的输出 Bash is vulnerable! 0-1分布 理想的硬币是无偏的0-1分布,即正面和反面的概率应该是完全相等,都等于$ dfrac{1}{2}$(不能存在恰好立起来的情况, )。 这篇文章翻译自 The perfect int = float comparison 首先明确一下,这篇文章不是关于如何正确比较两个浮点值,而是如何精确比较一个浮点数和一个整数,也会谈到为什么在一些语言(C, C , PHP等)中的int value = float val. The feeling when reading others code. A list of programming music. A bug of the GCC 4.8s O2 option. Randomized Algorithm Problem 1.7. FFT, 卷积, 多项式乘法, 大整数乘法. And Theme by Pacman.

INTERNAL PAGES

klogk.com klogk.com
1

Hello World | klogk's Website

http://www.klogk.com/articles/2015-01-08/hello-hexo

Create a new post. Deploy to remote sites. Create a new post. Hexo new "My New Post". Deploy to remote sites. Create a new post. Deploy to remote sites. And Theme by Pacman.

2

HDU4808-2013年ACM/ICPC南京赛区现场赛G题 | klogk's Website

http://www.klogk.com/articles/2013-11-23/ICPC2013-njust-onsite-G

Int 0 { pi/2} cos n theta d theta$的计算. 题目简单的说,在$ mathbf{R} n$上均匀随机地取满足$x i geq 0, x 1 2 x 2 2 ldots x n 2 leq R 2$的点$(x 1,x 2, ldots,x n), x i geq 0$,求期望坐标$(y 1,y 2, ldots,y n)$的最小的$y i$。 题目说得很绕,其实期望坐标$(y 1,y 2, ldots,y n)$的每个分量肯定都是相等的,所以任意求一个维度的分量就好了。 Begin{align} C n(R) and = dfrac{S n(R)}{V n(R)} end{align}$. Begin{align} V n(R) and = int cdots int {x 1 2 x 2 2 cdots x n 2 leq R 2, x i geq 0}dx 1dx 2 cdots dx n end{align}$. Begin{align} V n(R) and = int 0 RV {n-1}( sqrt{R 2-x n 2})dx n end{align}$.

3

ShellShock 漏洞(CVE-2014-6271)解析 | klogk's Website

http://www.klogk.com/articles/2014-09-28/a-short-introduction-to-ShellShock

Bash -c echo Bash Test. Env VAR=() { :;}; echo Bash is vulnerable! VAR= '() { :;}; echo Bash is vulnerable! Bash -c "echo Bash Test". Foo= "() { echo hello; }". Foo= '() { echo hello ; }; echo world'. Foo= "() { echo hello; }". Truefprintf(stdout, "content-type: text/plain n n". Method = getenv( "REQUEST METHOD". Stdout, "input data is : n%s". Wget -U "() { :;};echo "Content-type: text/plain "; echo; echo; /bin/cat /etc/passwd". 例如,有人已经发现了可以用同样的思路去攻击qmail, http:/ weibo.com/1401527553/BoMzKgxPU?

4

FFT, 卷积, 多项式乘法, 大整数乘法 | klogk's Website

http://www.klogk.com/articles/2013-06-26/FFT-convolution-polynomial-biginteger

FFT, 卷积, 多项式乘法, 大整数乘法. 以前总觉得快速傅里叶变换(FFT)是电子才用的东西, 虽然听说过FFT在大整数乘法中的应用, 但总的来说FFT的应用还是非常少的, 从来没有去深究过其中的联系. 一个序列{$x i$}, $0 leq i n$的离散傅里叶变换是这么一个东西($j$是虚数单位). Begin{align} X i and = sum {k=0} {n-1}x ke {-2 pi jik/n} and = sum {k=0} {n-1}x k omega n {ik} end{align}$. Omega n = e {-2 pi j/n}$被称为旋转因子, 因为从几何意义讲, $x ke {-2 pi jik/n}$就是在复平面上把$x k$旋转$-2 pi ik/n$. FFT的几何意义也可以如此理解. 算法竞赛中一般是不会遇到复数序列的, 于是$X i$通常都会是复数序列. FFT有很多变体, 最常见的一种做法是分治. 对原定义做一个变化, 把原序列拆分为奇偶序列. 简便起见, 我们设序列的长度为2的幂, 而且一般都是这么做的, 不是2的幂就加0补足. Begin{ali...

5

Tag: Itech | klogk's Website

http://www.klogk.com/tags/Itech

Windows命令行下G ,Java,VC2005编译. And Theme by Pacman.

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在Bash中键入如下的命令 env VAR=() { :;}; echo Bash is vulnerable! Bash -c echo Bash Test 如果你看到了如下的输出 Bash is vulnerable! 0-1分布 理想的硬币是无偏的0-1分布,即正面和反面的概率应该是完全相等,都等于$ dfrac{1}{2}$(不能存在恰好立起来的情况, )。 这篇文章翻译自 The perfect int = float comparison 首先明确一下,这篇文章不是关于如何正确比较两个浮点值,而是如何精确比较一个浮点数和一个整数,也会谈到为什么在一些语言(C, C , PHP等)中的int value = float val. The feeling when reading others code. A list of programming music. A bug of the GCC 4.8s O2 option. Randomized Algorithm Problem 1.7. FFT, 卷积, 多项式乘法, 大整数乘法. And Theme by Pacman.

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