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Anderson DR; Burnham KP; Thompson WL. Null hypothesis testing: Problems,
prevalence, and an alternative.
J. Wildlife Manage.
2000;
64
:912-923.
Anderson S; Hauck WW. A proposal for interpreting and reporting negative
studies.
Stat. Med.
1986;
5
:203-209.
Anscombe F. Sequential medical trials [book review].
JASA
1963;
58
:365.
Armitage P. Test for linear trend in proportions and frequencies.
Biometrics
1955;
11
:375-386.
Avram MJ; Shanks CA; Dykes MHM; Ronai AK; Stiers WM. Statistical methods
in anesthesia articles: An evaluation of two American journals during two six-
month periods.
Anesth. Analg.
1985;
64
:607-611.
Bacchetti P. Peer review of statistics in medical research: The other problem.
BMJ
2002;
324
:1271-1273.
Badrick TC
;
Flatman RJ. The inappropriate use of statistics,
NZ J Med Lab Sci.
1999;
53
:95-103.
Bailar JC; Mosteller F. Guidelines for statistical reporting in articles for medical
journals. Amplifications and explanations.
Ann. Intern. Med.
1988;
108
:66
-
73.
Bailey KR. Inter-study differences: how should they influence the interpretation
and analysis of results?
Stat. Med.
1987;
6
:351-358.
Bailor AJ. Testing variance equality with randomization tests.
Stat. Comp. Simul
.
1989;
31
:1-8.
Baker RD. Two permutation tests of equality of variance.
Stat. Comput
. 1995;
5
(4):289-296.
Balakrishnan N; Ma CW. A comparative study of various tests for the equality of
two population variances.
Stat. Comp. Simul.
1990;
35
:41-89.
Barbui C; Violante A; Garattini S. Does placebo help establish equivalence in trials
of new antidepressants?
Eur. Psychiatry
2000;
15
:268-273.
Barnston AG; van den Dool HM. A degeneracy in cross-validated skill in regres-
sion-based forecasts.
J. Climate
1993;
6
:963-977.
Barrodale I; Roberts FDK. An improved algorithm for discrete
l
1
linear approxima-
tions.
Soc. Ind. Appl. Math. J. Numer. Anal.
1973;
10
:839-848.
Bayarri MJ; Berger JQ. Quantifying surprise in the data and model verification.
In:
Bayesian Statistics
6. Bernado JM et al., eds. Oxford: Clarendon Press,
1999; 53-83 (with discussion).
Bayes T. An essay toward solving a problem in the doctrine of chances.
Philos.
Trans. R. Soci.
1763;
53
:370-418.
Begg CB; Cho M; Eastwood S; Horton R; Moher D; Olkin I; Pitkin R; Rennie D;
Schulz KF; Simel D; Stroup DF. Improving the quality of reporting of random-
ized controlled trials: The CONSORT Statement.
JAMA
1996;
276
:637
-
639.
Bent GC; Archfield SA. A logistic regression equation for estimating the probabil-
ity of a stream flowing perennially in Massachusetts USGC. Water-Resources
Investigations Report 02-4043, 2002.
Berger JO.
Statistical Decision Theory and Bayesian Analysis
, 2nd ed. New York:
Springer-Verlag, 1986.
Berger JO. Could Fisher, Jefferies, and Neyman have agreed on testing?
Stat. Sci.
In press.