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Background documentationBaum Procedure Locate the document in its SAP Library structure

This transformation method, also known as Direct transformation, creates a standard, normally-distributed random number This graphic is explained in the accompanying text from This graphic is explained in the accompanying text standard random numbers This graphic is explained in the accompanying text using the following formula:

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The distribution of This graphic is explained in the accompanying text for This graphic is explained in the accompanying text converges after the central axiom rate against the standard normal distribution.

Experience shows that a satisfactory result can in fact be achieved with This graphic is explained in the accompanying text. The formula for calculating This graphic is explained in the accompanying text can be simplified to:

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Hence to approximate M-independent standard normally distributed random numbers This graphic is explained in the accompanying text with this procedure, you need This graphic is explained in the accompanying textstandard random numbers.

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