EM algorithms for nonparametric estimation of mixing distributions

By Kenneth Train. 2008

314 citations recorded by the source corpus.

Abstract This paper describes and implements three computationally attractive procedures for nonparametric estimation of mixing distributions in discrete choice models. The procedures are specific types of the well known EM (Expectation-Maximization) algorithm based on three different ways of approximating the mixing distribution nonparametrically: (1) a discrete distribution with mass points and frequencies treated as parameters, (2) a discrete mixture of continuous distributions, with the moments and weight for each distribution treated as parameters, and (3) a discrete distribution with fixed mass points whose frequencies are treated as parameters. The methods are illustrated with a mixed logit model of households' choices among alternative-fueled vehicles.

Subfields: Automotive Engineering, Economics and Econometrics, Renewable Energy, Sustainability and the Environment

View Paper: https://www.semanticscholar.org/paper/5ca8cef36e7380a9f42d4055ab33c81ecee36d6e

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In Automotive Engineering

  1. Jeremy T. Fox
  2. Stephane Hess
  3. S. Ryan
  4. Elisabetta Cherchi
  5. Kyoo il Kim
  6. Patrick Bajari

In Economics and Econometrics

  1. Jeremy T. Fox
  2. Elisabetta Cherchi
  3. Stephane Hess
  4. S. Ryan
  5. Ricardo A. Daziano
  6. Benjamin Leard
  7. Kyoo il Kim
  8. Patrick Bajari

In Renewable Energy, Sustainability and the Environment

  1. Jeremy T. Fox
  2. Stephane Hess
  3. S. Ryan
  4. Ricardo A. Daziano
  5. Elisabetta Cherchi
  6. Benjamin Leard
  7. Kyoo il Kim
  8. Patrick Bajari

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