Γ-Minimax: A Paradigm for Conservative Robust Bayesians
By B. Vidakovic. 2000
67 citations recorded by the source corpus.
Subfields: Artificial Intelligence, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/fbb983aa4e86dad3f145f91c658dbcf0f71becbf
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Artificial Intelligence
- S. Bonhomme
- Martin P. Weidner
- Christopher C. Holmes
- Peter D. Grünwald
- A. P. Dawid
- James A. Watson
- Judea Pearl
- Alex Graves
In Statistics and Probability
- S. Bonhomme
- Martin P. Weidner
- Christopher C. Holmes
- Peter D. Grünwald
- A. P. Dawid
- James A. Watson
- Judea Pearl
- Halbert White
Citations in the corpus
- Minimizing Sensitivity to Model Misspecification (2018, background): “Our analysis also connects to Bayesian robustness (e.g., Berger and Berliner, 1986, Gustafson, 2000, Vidakovic, 2000, Mueller, 2012), although our minimum-MSE estimators and confidence intervals have a frequentist interpretation.”
- Approximate Models and Robust Decisions (2014, background): “There is a direct relationship between the solution under Section 4.1 and -minimax priors (Vidakovic, 2000) when the La(θ) involves all the parameters in a parametric model so that the posterior is πI (θ) ∝ n∏ j=1 f (xj |θ)π(θ) with likelihood f (·|θ) and prior π(θ).”
- Game theory, maximum entropy, minimum discrepancy and robust Bayesian decision theory (2004, background): “For a recent tutorial overview of this criterion, see Vidakovic (2000).”