SIAM Journal on Control and Optimization
On Lipschitzian stability of optimal solutions of parameterized semi-infinite programs
Mathematics of Operations Research
Best- and worst-case variances when bounds are available for the distribution function
Computational Statistics & Data Analysis
An efficient algorithm for constructing &Ggr;-minimax tests for finite parameter spaces
Computational Statistics & Data Analysis
A-minimax and D-minimax robust optimal designs for approximately linear Haar-wavelet models
Computational Statistics & Data Analysis
Robust optimal decisions with imprecise forecasts
Computational Statistics & Data Analysis
Hi-index | 0.03 |
A worst-case estimator for econometric models containing unobservable components, based on minimax principles for optimal selection of parameters, is proposed. Worst-case estimators are robust against the averse effects of unobservables. Computing worst-case estimators involves solving a minimax continuous problem, which is quite a challenging task. Large sample theory is considered, and a Monte Carlo study of finite-sample properties is conducted. A financial application is considered.