A computational method for ranking \(L\)-products of parameters (Q2463658)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A computational method for ranking \(L\)-products of parameters |
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A computational method for ranking \(L\)-products of parameters (English)
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16 December 2007
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The problem of multiple comparison ranking in parameter functions is considered. As a simple method, a Bayesian computational procedure of solving the problem is given. This is done by extending the method of ranking several objects to the case of comparison in parameter functions. To obtain a Bayesian estimate of a preference probability matrix the author develops a numerical computation using a weighted Monte Carlo method yielding the optimal comparison ranking. The method is illustrated with appropriate examples.
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multiple comparing ranking
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noninformative prior
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preference probability matrix
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scalar function of parameters
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weighted Monte Carlo method
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