Abstract
The notion of identifiability has a long history in the statistical literature, with econo- metrics providing the first theoretical contributions. On the one hand, within the frequentist paradigm, identifiability represents a critical issue to tackle, closely tied to the feasibility of the model estimation. On the other hand, identifiability issues in the Bayesian frame- work could be overcome by complementing the non-identifiable likelihood with additional prior beliefs summarized via an informative prior distribution. Unfortunately, since esti- mation is still feasible, unidentifiabily may remain unnoticed and silently hinder posterior consistency. This contribution provides a tool to inspect whether the model specification is weakly identified. Our procedure is based on estimating the intrinsic dimension of posterior samples. The methodology is illustrated with a simulated example.
| Lingua originale | Inglese |
|---|---|
| Titolo della pubblicazione ospite | Book of the Short Papers SEAS IN 2023 |
| Pagine | 1230-1234 |
| Numero di pagine | 5 |
| Stato di pubblicazione | Pubblicato - 2023 |
| Evento | SIS 2023 - Statistical Learning, Sustainability and Impact Evaluation - Ancona Durata: 21 giu 2023 → 23 giu 2023 |
Convegno
| Convegno | SIS 2023 - Statistical Learning, Sustainability and Impact Evaluation |
|---|---|
| Città | Ancona |
| Periodo | 21/6/23 → 23/6/23 |
Keywords
- Identifiability
- Monte Carlo Markov Chain
- Bayesian models
- Intrinsic Dimension
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