A shrinkage predictive distribution for multivariate Normal observables
By Fumiyasu Komaki. 2001
94 citations recorded by the source corpus.
Subfields: Finance, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/5c40c0147a9c73af48ab9be29c74b04701c51f83
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In Finance
In Statistics and Probability
- Edward I. George
- Lawrence D. Brown
- Huilin Li
- Snigdhansu Chatterjee
- Partha Lahiri
- Fumiyasu Komaki
- Jiming Jiang
- Ming Yuan
Citations in the corpus
- Parametric bootstrap approximation to the distribution of EBLUP and related prediction intervals in linear mixed models (2008, methodology): “·| In terms of expected Kullback– Leibler divergence, the naive plug-in predictor density ξ ( ˆ β, ˆ ψ ) performs poorly compared to Bayesian predictors ξ ( β, ψ ) π ( β, ψ Y n ), see for example, Aitchison (1975), Murray (1977), Ng (1980), Komaki (1996, 2001, 2006) and George, Liang and Xu (2006).”
- Shrinkage priors for Bayesian prediction (2006, methodology): “The explicit form pπG(y|x) for the d-dimensional Normal model was obtained and it was shown that pπG(y|x) exactly dominates pπJ(y|x) for arbitrary N > 0; see [19].”
- Admissible predictive density estimation (2008, methodology): “μπ(μ|x)dμ under the harmonic prior when p ≥ 3 [Stein (1974)] and by the proper Bayes rule under the Strawderman priors when p≥ 5 [Strawderman (1971)].”