Diferenças
Aqui você vê as diferenças entre duas revisões dessa página.
Ambos lados da revisão anteriorRevisão anteriorPróxima revisão | Revisão anterior | ||
pessoais:ehlers [2008/05/07 10:36] – ehlers | pessoais:ehlers [2009/01/22 14:24] (atual) – ehlers | ||
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- | [[http://leg.ufpr.br/ | + | [[http://www.icmc.usp.br/ |
[[http:// | [[http:// | ||
- | Email: ehlers AT leg. ufpr. br (please do not send me Word documents) | + | Email: ehlers AT icmc. usp. br (please do not send me Word documents) |
===== Main Research Areas: ===== | ===== Main Research Areas: ===== | ||
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- [[projetos: | - [[projetos: | ||
- [[projetos: | - [[projetos: | ||
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- [[projetos: | - [[projetos: | ||
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- [[projetos: | - [[projetos: | ||
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- Ehlers, R.S. Comparing Bayesian Models for Production Efficiency. | - Ehlers, R.S. Comparing Bayesian Models for Production Efficiency. | ||
- Ehlers, R.S. and Brooks, S.P. Bayesian Analysis of Order Uncertainty in ARIMA Models. | - Ehlers, R.S. and Brooks, S.P. Bayesian Analysis of Order Uncertainty in ARIMA Models. | ||
+ | - Ehlers, R.S. and Melo, L.G. A Bayesian Approach for Computing Claim Amounts of Occuring but Not Reported Events. | ||
===== Papers in preparation ===== | ===== Papers in preparation ===== | ||
- | - Melo, L.G. and Ehlers, R.S. Fully Bayesian Approach for Computing Claim Amounts of Occuring but Not Reported Events. | ||
- Ehlers, R.S. and Ferreira, M.A.R. Exploring Large Regression Model Spaces via Trans-dimensional Genetic Algorithms. | - Ehlers, R.S. and Ferreira, M.A.R. Exploring Large Regression Model Spaces via Trans-dimensional Genetic Algorithms. | ||
- Ehlers, R.S. Fully Bayesian Analysis of Smooth Transition Models with an Unknown Number of Components. | - Ehlers, R.S. Fully Bayesian Analysis of Smooth Transition Models with an Unknown Number of Components. | ||
- Ehlers, R.S. Fully Bayesian Analysis of Censored Panel Data in Econometrics. | - Ehlers, R.S. Fully Bayesian Analysis of Censored Panel Data in Econometrics. | ||
+ | - Ehlers, R.S. Computational Tools for Comparing Asymmetric GARCH Models via Bayes Factors. | ||
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