the concepts of pseudo compound poisson and partition representations in discrete probability
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ID: 242339
2015
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Abstract
The mathematical/statistical concepts of pseudo compound Poisson and partition representations in discrete probability are reviewed and clarified. A combinatorial interpretation of the convolution of geometric distributions in terms of a variant of Newton’s identities is obtained. The practical use of the twofold convolution leads to an improved goodness-of-fit for a data set from automobile insurance that was up to now not fitted satisfactorily.
| Reference Key |
hrlimann2015journalthe
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| Authors | ;Werner Hürlimann |
| Journal | nature protocols |
| Year | 2015 |
| DOI |
10.1155/2015/189596
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