Compute the Wiener integral (6.39) for (p(x)=1, q(x)=0) and (w(x)=(x+alpha)^{-2}), where (0 Eq (6.39) [ exp(x dxw(x)

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Compute the Wiener integral (6.39) for $p(x)=1, q(x)=0$ and $w(x)=(x+\alpha)^{-2}$, where \(0

Eq (6.39)

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Navier Stokes Turbulence Theory And Analysis

ISBN: 9783030318697

1st Edition

Authors: Wolfgang Kollmann

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Question Posted: Apr 29, 2024 05:00 AM

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Compute the Wiener integral (6.39) for (p(x)=1, q(x)=0) and (w(x)=(x+alpha)^{-2}), where (0 Eq (6.39) [ exp(x dxw(x)

Question:

[ exp(x dxw(x) f(x) ditu (f) = (()) C 0 dw

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Navier Stokes Turbulence Theory And Analysis

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