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It is known how to compute the probability distribution of a variable that is transformed in a non-singular way.
When this is not the case, people find ad hoc ways of computing the probability distribution for singular transformations.
The paper shows a more systematic process that leads to formulas form complex singular transformations.
It is known how to compute the probability distribution of a variable that is transformed in a non-singular way.
When this is not the case, people find ad hoc ways of computing the probability distribution for singular transformations.
The paper shows a more systematic process that leads to formulas form complex singular transformations.