Approximating the Distribution for Sums of Products of Normal Variables
By R. Ware, F. Lad. 2003
111 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/b0c6d57034dc715e4f78aa4d9ecb3e972770047a
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Citations in the corpus
- A new baseline model for estimating willingness to pay from discrete choice models (2013, background): “…unusual distribution whose pdf expressed in terms of the parameters in (9) is given by: ( ) b While this distribution has a finite expectation and variance, it is not defined at 0 b = , and further, tends to have sharply spiked exponential-like shoulders around its expectation (Ware and Lad, 2003).”