The LaTeX sources of these tables are also
available.

Postscript versions of these tables
are also available.

- Binomial cumulative distribution function
- Characteristic Qualities of Sequential
Tests of the Binomial Distribution Computed for various values of
θ
_{0}and θ_{0}with α = 0.05 β = 0.10. - Chart relating ρ
_{1}(in green) and ρ_{2}. (in red) to φ_{1}and φ_{2}for an AR(2) process R program for AR(2) chart. - Chart relating ρ
_{1}(in green) and ρ_{2}(in red) to θ and φ for an ARMA(1,1)program for ARMA(1,1) chart. - Chart relating ρ
_{1}(in green) and ρ_{2}(in red) to φ_{1}and φ_{2}for an MA(2) process R program for MA(2). - Chi-squared (χ
^{2}) percentage points - Duncan’s multiple range test
- Durbin-Watson statistic
*F*percentage points- Factors useful in the construction of control charts
- Kemp’s nomogram for the ARL of a cumulative
sum scheme when
*x*is normally distributed_{i} - Normal cumulative distribution function
- Orthogonal arrays (Taguchi designs)
- Poisson cumulative distribution function
- Program for developing acceptance sampling plans

This can be used with the R program (which is available free) or with S-plus. *Q*(^{*}`BLUS`) tables (alternative to Durbin-Watson).- Student’s
*t*percentage points. - Critical values of
*R*for the Mann-Whitney rank-sum test. - Critical values for
*T*in the Wilcoxon Matched-Pairs Signed-Rank test. - Tables for Bayesian statistics.
- Taguchi designs (Orthogonal arrays).
- R program for highest density regions (HDRs).
- Values used in deriving double-sampling
plans with a specified
*p*_{1}and*p*_{2}(independently computed on the lines of Tables 8.2 and 8.3 of A J Duncan,*Quality Control and Industrial Statistics*, Homewood, Ill: Richard D Irwin 1974). - Weights for fitting polynomial trends
- Upper Critical Values for the Friedman Test
(
*k*treatments and*b*blocks) - Critical Values
*e*for Multiple Comparisons based on the Friedman Test_{α} - Upper Critical Values for the Kruskal-Wallis
Test (
*k*samples) - Upper Critical Values for the Kruskal-Wallis Test
- Critical Values
*d*for Multiple Comparisons based on the Kruskal-Wallis Test_{α} - Upper Critical Values for Spearman’s Rank
Correlation Coefficient
*R*_{τ} - Upper Critical Values for Kendall’s Rank Correlation Coefficient τ.
- Kolmogorov-Smirnov One-Sample Test

The LaTeX sources of these tables are also
available.

Postscript versions of these tables
are also available.

This page is maintained by Peter M Lee