Pages that link to "Item:Q907994"
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The following pages link to Full robustness in Bayesian modelling of a scale parameter (Q907994):
Displaying 12 items.
- P-credence and outliers (Q1605847) (← links)
- A test procedure for distinguishing logarithmically decaying tail from polynomially decaying tail (Q2131939) (← links)
- A new Bayesian approach to robustness against outliers in linear regression (Q2226686) (← links)
- Some new characterizations of max domains of attraction of Fréchet and log-Fréchet laws under power normalization (Q2407527) (← links)
- Robustness to outliers in location-scale parameter model using log-regularly varying distributions (Q2515489) (← links)
- Bayesian robustness modelling of location and scale parameters (Q2911693) (← links)
- General Robust Bayes Pseudo-Posteriors: Exponential Convergence Results with Applications (Q5066774) (← links)
- On the robustness to outliers of the Student‐t process (Q6049757) (← links)
- Bayesian robustness modelling using the <i>O</i>‐regularly varying distributions (Q6088215) (← links)
- Robust heavy-tailed versions of generalized linear models with applications in actuarial science (Q6561262) (← links)
- Posterior robustness with milder conditions: contamination models revisited (Q6569456) (← links)
- Short proof of posterior robustness: An illustration of basic ideas in a simple case (Q6597443) (← links)
