| a2 | Anderson-Darling A-squared statistic | 
| baen | Differences in flood stages between two stations | 
| beta_data | Beta-distributed data | 
| blis.b | Bliss leghorn data series B | 
| calc.stat | Calculate an EDF statistic | 
| chen | Lethal dose of cinobufagin | 
| circle | Data on a circle | 
| d | Kolmogorov D statistic | 
| dminus | Kolmogorov D- statistic | 
| dmod | Modified D statistic | 
| dplus | Kolmogorov D+ statistic | 
| emea | Heights of maize plants | 
| leghorn | Leghorn data | 
| p.val | EDF test statistic and P-value | 
| p.val3 | EDF test statistic and P-value under case 3 | 
| pval.a2 | P-value for A-squared from table 4.2 | 
| pval.a2.norm3 | P-value for A-squared (unmodified) for normal case 3 | 
| pval.d | P-value for D (modified) from table 4.2 | 
| pval.d.norm3 | P-value for D (unmodified) for normal case 3 | 
| p.val.tab | Test statistics and P-values from table | 
| pval.tab | Case 0 P-value (interval) from test statistic, list of... | 
| p.val.tab.norm3 | Test statistics and table P-values for normality, parameters... | 
| pval.u2 | P-value for U-squared (modified) from table 4.2 | 
| pval.u2.norm3 | P-value for U-squared (unmodified) for normal case 3 | 
| pval.v | P-value for V (modified) from table 4.2 | 
| pval.v.norm3 | P-value for V (unmodified) for normal case 3 | 
| pval.w2 | P-value for W-squared (modified) from table 4.2 | 
| pval.w2.norm3 | P-value for W-squared (unmodified) for normal case 3 | 
| sim.stat | Simulate EDF statistics under Case 0 | 
| sim.stat.1 | One simulation of a test statistic from given distribution... | 
| sim.stat3 | Simulate test statistics under case 3 | 
| sim.stat3.1 | One simulation of a test statistic from given distribution,... | 
| test0 | Test statistics and P-values under case 0 | 
| test3 | Test statistics and P-values under case 3 | 
| u2 | Watson U-squared statistic | 
| u2mod | Modified U-squared statistic | 
| v | Kuiper V statistic | 
| vmod | Modified V statistic | 
| w2 | Cramer-von Mises W-squared statistic | 
| w2mod | Modified W-squared statistic | 
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