| When: | Wednesday, February 16, 2022 02:00 PM-05:00 PM |
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| Where: | via Zoom |
| Description: |
This presentation introduces integer-valued transfer function models incorporating a generalized Poisson, log-linear generalized Poisson or negative binomial to estimate and detect four types of interventions in a time series of counts. The model utilizes Bayesian methods, which are adaptive Markov chain Monte Carlo (MCMC) algorithms to obtain the estimation, and employ deviance information criterion (DIC), posterior odd ratios and mean squared standardized residual for model comparisons. As an illustration, this study evaluates the effectiveness of the methods through a simulation study and application to crime data in Albury City, New South Wales (NSW) Australia. |
| Cost: | Free |
| Contact: | Dr. Ephrime B. Metillo, CSM Dean (ephrime.metillo@g.msuiit.edu.ph) Dr. Randy Caga-anan, Chairperson, DMS (randy.caga-anan@g.msuiit.edu.ph
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| More info: | Visit us at www.msuiit.edu.ph for details. |
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