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日期:2025-04-30
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...
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日期:2025-04-26
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。...
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日期:2025-04-26
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...
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日期:2025-04-30
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 ......
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日期:2025-04-30
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...
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日期:2025-04-29
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....
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日期:2025-04-27
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] ......