Gamma function - Wikipedia, the free encyclopedia In mathematics, the gamma function (represented by the capital Greek letter Γ) is an extension of the factorial function, with its argument shifted down by 1, to real and complex numbers. That is, if n is a positive ...
Γ函數 - 維基百科，自由的百科全書 函數，也叫做 伽瑪函數 （Gamma函數），是 階乘 函數在實數與複數上的擴展。對於實數部份為正的 複數 ，伽瑪函數定義為: 此定義可以用 解析開拓 原理拓展到整個 複數 域上， 非正整數 除外。 如果 為正整數，則伽瑪函數定義為: ， 這顯示了它與階乘 ...
gamma function Gamma function的定義為 , 因為有 的性質, 故又稱階乘函數 按這裡
Gamma Function -- from Wolfram MathWorld The (complete) gamma function Gamma(n) is defined to be an extension of the factorial to complex and real number arguments. It is related to the factorial by Gamma(n)=(n-1)!, (1) a slightly unfortunate notation due to Legendre which is now universally use
Gamma Function - 黃 Sir 的計算機網頁 伽瑪函數 ( Gamma Function ) ( 程式版本：1.0，最後更新日期 6 APR 2007。) 這個程式會計算一個實數 z ( 不是 0 或負整數，此時函數無定義 ) 的伽瑪函數 Γ(z) ( Gamma Function ) 的數值，通常準確至最少九至十個有效數字。
Gamma function - Wikipedia The behavior of \Gamma(z) for an increasing positive variable is simple: it grows quickly — faster than an exponential function. Asymptotically as z\to\infty, the magnitude of the gamma function is given by Stirling's formula
Gamma distribution - Wikipedia, the free encyclopedia The cumulative distribution function is the regularized gamma function: where γ(α, βx) is the lower incomplete gamma function. If α is a positive integer (i.e., the distribution is an Erlang distribution), the cumulative ...
Gamma function: Definition from Answers.com gamma function ( gam fkshn ) ( mathematics ) The complex function given by the integral with respect to t from 0 to of e ... The notation Γ(z) is due to Legendre. If the real part of the complex number z is positive (Re(z) > 0), then the integral converge
Gamma function - Simple English Wikipedia, the free encyclopedia In mathematics, the gamma function (Γ(z)) is an extension of the factorial function to positive real and complex numbers. The argument of the function is shifted down by one.
Gamma function - Yahoo!奇摩知識+ Gamma function 發問者： 匿名 發問時間： 2009-04-03 21:27:30 解決時間： 2009-04-17 17:26:29 解答贈點： 22 ( 共有 1 人贊助) 回答： 1 評論： 0 意見： 4 [ 檢舉] ...
