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Success Probability Estimation with Applications to Clinical Trials
book

Success Probability Estimation with Applications to Clinical Trials

by Daniele De Martini
April 2013
Intermediate to advanced
232 pages
5h 10m
English
Wiley
Content preview from Success Probability Estimation with Applications to Clinical Trials

APPENDIX A

TABLES OF QUANTILES

Table A.1: Values of the cdf of the Standard Gaussian, to obtain the critical values of the Z-test

Table A.1 Values of the cdf of the Standard Gaussian: Φ(x).

equation

Table A.2 and A.3: Critical values of the t-test.

Table A.2 Critical values of the t-test, i.e. τ−1dfs(1 − α), with 10 ≤ dfs ≤ 40.

equation

Table A.3 Critical values of the t-test, i.e. τ−1dfs(1 − α), with dfs ≥ 40.

equation

Table A.4: Critical values of the χ2-test.

Table A.4 Critical values of the χ2-test, i.e. .

equation

Tables A.5 and A.6: Critical values of the Wilcoxon test, with m1 = m2, 120 being the maximum of m1 + m2.

Table A.5 Critical values of the Wilcoxon test, i.e. wm,1–α, with m1 = m2 = m, 10 ≤ m ≤ 40.

equation

Table A.6 Critical values of the Wilcoxon test, i.e. wm,1−α, with m1 = m2 = m, 41 ≤ m ≤ 60.

equation

Table A.7: Critical ...

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Publisher Resources

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