Forthcoming

Performance Assessment of Sandwich and Block Bootstrap Estimators for Temporally Dependent Bivariate Extremes

Accepted - June 2023

Authors

  • Alexander Engberg Department of Statistics, Uppsala University

Keywords:

bivariate extremes, block bootstrap, sandwich estimator, logistic model, censored likelihood, temporal dependence

Abstract

Ignoring temporal dependence when modelling sequences of extreme observations yields underestimated standard errors which can lead to inaccurate risk assessment of extreme phenomena such as floods and economic crises. One remedy is to inflate standard errors with sandwich or block bootstrap estimators. In this study, four such standard error estimators are investigated and compared, through simulation, when modelling extremes from bivariate sequences with the logistic extreme-value model. Block bootstrap estimators generally yield the most correct standard errors, but suffer from being computationally intensive and a sandwich estimator might be a good alternative due to relatively good performance and computational cheapness.

Published

2023-06-21

How to Cite

Engberg, A. (2023). Performance Assessment of Sandwich and Block Bootstrap Estimators for Temporally Dependent Bivariate Extremes: Accepted - June 2023. REVSTAT-Statistical Journal. Retrieved from https://revstat.ine.pt/index.php/REVSTAT/article/view/444

Issue

Section

Forthcoming Paper