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Dennis Boos
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A statistical test for detecting geographic subdivision.
RR Hudson, DD Boos, NL Kaplan
Molecular biology and evolution 9 (1), 138-151, 1992
11591992
The calculus of M-estimation
LA Stefanski, DD Boos
The American Statistician 56 (1), 29-38, 2002
5442002
P Values Maximized Over a Confidence Set for the Nuisance Parameter
RL Berger, DD Boos
Journal of the American Statistical Association 89 (427), 1012-1016, 1994
4521994
On generalized score tests
DD Boos
The American Statistician 46 (4), 327-333, 1992
3431992
Essential statistical inference: theory and methods
DD Boos, LA Stefanski
Springer, 2013
3232013
Introduction to the bootstrap world
DD Boos
Statistical science 18 (2), 168-174, 2003
2442003
P-Value Precision and Reproducibility
DD Boos, LA Stefanski
The American Statistician 65 (4), 213-221, 2011
1932011
Minimum Hellinger distance estimation for multivariate location and covariance
RN Tamura, DD Boos
Journal of the American Statistical Association 81 (393), 223-229, 1986
1881986
Minimum distance estimators for location and goodness of fit
DD Boos
Journal of the American Statistical association 76 (375), 663-670, 1981
1701981
Proper likelihoods for Bayesian analysis
JF Monahan, DD Boos
Biometrika 79 (2), 271-278, 1992
1471992
Bootstrap methods for testing homogeneity of variances
DD Boos, C Brownie
Technometrics 31 (1), 69-82, 1989
1461989
A differential for L-statistics
DD Boos
The Annals of Statistics, 955-959, 1979
1361979
Controlling variable selection by the addition of pseudovariables
Y Wu, DD Boos, LA Stefanski
Journal of the American Statistical Association 102 (477), 235-243, 2007
1352007
A note on differentials and the CLT and LIL for statistical functions, with application to M-estimates
DD Boos, RJ Serfling
The Annals of Statistics, 618-624, 1980
1311980
Comparing variances and other measures of dispersion
DD Boos, C Brownie
1212004
Using extreme value theory to estimate large percentiles
DD Boos
Technometrics 26 (1), 33-39, 1984
1211984
Bootstrap methods using prior information
DD Boos, JF Monahan
Biometrika 73 (1), 77-83, 1986
1131986
How Large Does n Have to be for Z and t Intervals?
DD Boos, JM Hughes-Oliver
The American Statistician 54 (2), 121-128, 2000
962000
A test for asymmetry associated with the Hodges-Lehmann estimator
DD Boos
Journal of the American Statistical Association 77 (379), 647-651, 1982
911982
ANOVA and rank tests when the number of treatments is large
DD Boos, C Brownie
Statistics & Probability Letters 23 (2), 183-191, 1995
801995
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