NEARLY OPTIMAL TESTS WHEN A NUISANCE PARAMETER IS PRESENT UNDER THE NULL HYPOTHESIS
By Graham Elliott, Ulrich K. Müller, Mark W. Watson. 2015
135 citations recorded by the source corpus.
Subfields: Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/8f2d88586d53741cdf5dabe33ef0a3bb8da336fb
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Statistics and Probability
- Mark W. Watson
- Ulrich K. Müller
- K. Muralidharan
- Mauricio Romero
- K. Wuthrich
- Yixiao Sun
- Michael Jansson
- Timothy J. Vogelsang
Citations in the corpus
- Low-Frequency Econometrics (2015, methodology): “Numerical methods can alternatively be used to approximate the LFD (see Elliott, Müller, and Watson (2015) for discussion and examples), and we will utilize that approach here.”
- Factorial Designs, Model Selection, and (Incorrect) Inference in Randomized Experiments (2019, methodology): “Finally, the nearly optimal test of Elliott et al. (2015) becomes computationally prohibitive with many interactions (i.e., many nuisance parameters) and, thus, cannot be recommended for complicated factorial designs.”
- Bonferroni-Based Size-Correction for Nonstandard Testing Problems (2017, unknown): “Finally, the recent work of Elliott et al. (2012) takes a somewhat different approach to some of the problems discussed here by attempting to numerically determine tests that approach an asymptotic power bound.”
- HAC Corrections for Strongly Autocorrelated Time Series (2014, methodology): “Elliott, Müller, and Watson (2012) studied nonstandard problems of this kind, and showed that a test that approximately maximizes weighted average power relative to the weighting function F rejects for large values of ∫ f1,c(Y s)dF (c)/ ∫ f0,c(Y s)d̃(c), where ̃ is a numerically determined…”