fw[t_,beta_,alpha_,theta_]:=beta*(t-alpha)^(beta-1)/theta^beta*
Exp[-((t-alpha)/theta)^beta];
(*
Mathematica在做積分時有時候會有積不出來的時候,這時候必須要做變數變換。
A change in variables is required to evaluate the integral.
Let y=(x-alpha)/theta.Then the integral is
*)
Integrate[\[Theta]*fw[\[Theta]*y+\[Alpha],\[Beta],\[Alpha],\[Theta]],
{y,0,(x-\[Alpha])/\[Theta]},
Assumptions->{\[Beta]>0,x>\[Alpha],\[Theta]>0}]
Mathematica 教學 How to compute cdf of Weibull Distribution
由 戴忠淵 於 2010年9月15日星期三
下午11:33 發表
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