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Integrate the following expression?

Posted 6 years ago

I have done numerical integration. But the code does not produce an answer.

F=(1+(-1+(1-Exp[-?*y])^-?)^?)^-2*(? *?* ?*Exp[-?*y]*
(1-Exp[-?*y])^(-1-?)*(-1+(1-Exp[-?*y])^-?)^(-1+?));

Integrate[Exp[t*y]*F,{y,0, ?}]
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POSTED BY: Maha haroon
6 Replies

Exist :

 func[1, -2, -2, -2]
 (* -0.0950309  *)
POSTED BY: Mariusz Iwaniuk
Posted 6 years ago
POSTED BY: Maha haroon
 func[?_?NumericQ, ?_?NumericQ, ?_?NumericQ, t_?NumericQ] := 
 NIntegrate[Exp[t*y]*((E^(-y ?) (1 - E^(-y ?))^(-1 - ?) (-1 + (1 - E^(-y ?))^-?)^(-1 + ?) ? ? ?)/(1 + (-1 + 
 (1 - E^(-y ?))^-?)^?)^2), {y, 0, ?}, Method -> "AdaptiveQuasiMonteCarlo", 
 Exclusions -> {(1 + (-1 + (1 - E^(-y ?))^-?)^?)^2 == 0}]

 func[2, 2, 1, 1]
 (* 2.66667 *)

 func[1/2, 2, 1/3, 1](* Probably integral is divergent !!! *)
 (* Error-> Overflow, Indeterminate, or Infinity for all sampling points *)

Regards MI.

POSTED BY: Mariusz Iwaniuk
Posted 6 years ago

Dear Sir Why phi approaches to 1.............what about if phi>0?? Thank you Mariusz Iwaniuk, I also try NIntegrate command but it doesnot produce any result . I want mathematica must solve such complex integration .

POSTED BY: Maha haroon
Posted 6 years ago
POSTED BY: Jim Baldwin

For numerical integration use: NIntegrate.

POSTED BY: Mariusz Iwaniuk
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