companydirectorylist.com  Global Business Directories and Company Directories
Search Business,Company,Industry :


Country Lists
USA Company Directories
Canada Business Lists
Australia Business Directories
France Company Lists
Italy Company Lists
Spain Company Directories
Switzerland Business Lists
Austria Company Directories
Belgium Business Directories
Hong Kong Company Lists
China Business Lists
Taiwan Company Lists
United Arab Emirates Company Directories


Industry Catalogs
USA Industry Directories














  • What does sgn mean? - Mathematics Stack Exchange
    NB the definitions of $\mathop {\rm sgn} (0)$ vary between $0$ and $1$ If $0$ is a plausible argument, you should assure yourself of the definition of $\mathop {\rm sgn}$ at $0$ in your context
  • 为什么要定义符号函数 sgn x? - 知乎
    \text {sgn } (x) ⋅ \frac {1} {2}x^2 值得注意的是,符号函数的自变量并不直接等于积分变量,而是取被积表达式中 绝对值内的式子。
  • sgn函数 - 知乎
    sgn函数 阶跃函数,数学上的符号函数或者计算机语言中的返回函数。 Sgn 函数 返回一个 Variant (Integer),指出参数的正负号。 语法 Sgn (number) 必要的 number 参数是任何有效的数值表达式。
  • 请问符号函数自己卷自己,即sgn t * sgn t等于多少? - 知乎
    请问符号函数自己卷自己,即sgn t * sgn t等于多少? 自己比较垃,发现在算 sgn t * sgn t 的时候出问题了:无论 sgn t = 2u (t)-1 还是 sgn t = u (t)-u (-t),我… 显示全部 关注者 21 被浏览
  • How does one compute the sign of a permutation?
    The sign of a permutation $\sigma\in \mathfrak {S}_n$, written $ {\rm sgn} (\sigma)$, is defined to be +1 if the permutation is even and -1 if it is odd, and is given by the formula
  • sgnx函数在高等数学上都有什么用法? - 知乎
    这是一道 USAMO 压轴,当然标答不是积分不等式,但利用积分不等式的结论和 sgn函数,进行巧妙构造就可以做出。 (这题是挺难的) 给个提示吧,先证明如下不等式:
  • Prove that sgn is a homomorphism from $S_n\to\ {1,-1\}$.
    This is a matter to which one must dedicate some attention, because the fact that, for all $\sigma$, "$\sigma$ can be decomposed into an odd number of transpositions" and "$\sigma$ can be decomposed into an even number of transpositions" are mutually exclusive is basically tantamount to proving that $\operatorname {sgn}$ is a well-defined
  • Fourier Transform of $sgn (t)$ - Mathematics Stack Exchange
    I found multiple sources online stating the FT of sgn$ (t)$ is just $\frac {1} {i \pi \omega}$ My previous comment is wrong though, as I was using the formula for taking FT of integrals wrong




Business Directories,Company Directories
Business Directories,Company Directories copyright ©2005-2012 
disclaimer