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The probability density function (PDF) of a sum of two independent continuous random variablesXandYis given by the convolution of the PDFs, fXandfY: fX+Y(z) = fX(x)fY(zx)dx.
The probability density function (PDF) of a sum of two independent continuous random variablesXandYis given by the convolution of the PDFs,
fXandfY:
fX+Y(z) =
fX(x)fY(zx)dx.
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Logic And Structure
Authors: Dirk Van Dalen
5th Edition
1447145585, 9781447145585
