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| tolerance-package | Functions for Calculating Tolerance Intervals |
| acc.samp | Acceptance Sampling |
| anovatol.int | Tolerance Intervals for ANOVA |
| bintol.int | Binomial Tolerance Intervals |
| bonftol.int | Approximate 2-Sided Tolerance Intervals that Control the Tails Using Bonferroni's Inequality |
| cautol.int | Cauchy Tolerance Intervals |
| d2exp | The 2-Parameter Exponential Distribution |
| ddiffprop | Difference Between Two Proportions Distribution |
| diffnormtol.int | 1-Sided Tolerance Limits for the Distribution of the Difference Between Two Independent Normal Random Variables |
| DiffProp | Difference Between Two Proportions Distribution |
| distfree.est | Estimating Various Quantities for Distribution-Free Tolerance Intervals |
| dnhyper | The Negative Hypergeometric Distribution |
| dpoislind | Discrete Poisson-Lindley Distribution |
| dzipfman | Zipf-Mandelbrot Distributions |
| exp2tol.int | 2-Parameter Exponential Tolerance Intervals |
| exptol.int | Exponential Tolerance Intervals |
| exttol.int | Weibull (or Extreme-Value) Tolerance Intervals |
| F1 | Appell's F1 Hypergeometric Function |
| fidbintol.int | Fiducial-Based Tolerance Intervals for the Function of Two Binomial Proportions |
| fidnegbintol.int | Fiducial-Based Tolerance Intervals for the Function of Two Negative Binomial Proportions |
| fidpoistol.int | Fiducial-Based Tolerance Intervals for the Function of Two Poisson Rates |
| gamtol.int | Gamma (or Log-Gamma) Tolerance Intervals |
| hypertol.int | Hypergeometric Tolerance Intervals |
| K.factor | Estimating K-factors for Tolerance Intervals Based on Normality |
| K.table | Tables of K-factors for Tolerance Intervals Based on Normality |
| laptol.int | Laplace Tolerance Intervals |
| logistol.int | Logistic (or Log-Logistic) Tolerance Intervals |
| mvregtol.region | Multivariate (Multiple) Linear Regression Tolerance Regions |
| mvtol.region | Multivariate Normal Tolerance Regions |
| negbintol.int | Negative Binomial Tolerance Intervals |
| NegHypergeometric | The Negative Hypergeometric Distribution |
| neghypertol.int | Negative Hypergeometric Tolerance Intervals |
| nlregtol.int | Nonlinear Regression Tolerance Bounds |
| normtol.int | Normal (or Log-Normal) Tolerance Intervals |
| np.order | Sample Size Determination for Tolerance Limits Based on Order Statistics |
| npregtol.int | Nonparametric Regression Tolerance Bounds |
| nptol.int | Nonparametric Tolerance Intervals |
| p2exp | The 2-Parameter Exponential Distribution |
| paretotol.int | Pareto (or Power Distribution) Tolerance Intervals |
| pdiffprop | Difference Between Two Proportions Distribution |
| plottol | Plotting Capabilities for Tolerance Intervals |
| pnhyper | The Negative Hypergeometric Distribution |
| poislind.ll | Maximum Likelihood Estimation for the Discrete Poisson-Lindley Distribution |
| poislindtol.int | Poisson-Lindley Tolerance Intervals |
| PoissonLindley | Discrete Poisson-Lindley Distribution |
| poistol.int | Poisson Tolerance Intervals |
| ppoislind | Discrete Poisson-Lindley Distribution |
| pzipfman | Zipf-Mandelbrot Distributions |
| q2exp | The 2-Parameter Exponential Distribution |
| qdiffprop | Difference Between Two Proportions Distribution |
| qnhyper | The Negative Hypergeometric Distribution |
| qpoislind | Discrete Poisson-Lindley Distribution |
| qzipfman | Zipf-Mandelbrot Distributions |
| r2exp | The 2-Parameter Exponential Distribution |
| rdiffprop | Difference Between Two Proportions Distribution |
| regtol.int | (Multiple) Linear Regression Tolerance Bounds |
| rnhyper | The Negative Hypergeometric Distribution |
| rpoislind | Discrete Poisson-Lindley Distribution |
| rzipfman | Zipf-Mandelbrot Distributions |
| tolerance | Functions for Calculating Tolerance Intervals |
| TwoParExponential | The 2-Parameter Exponential Distribution |
| umatol.int | Uniformly Most Accurate Upper Tolerance Limits for Certain Discrete Distributions |
| uniftol.int | Uniform Tolerance Intervals |
| ZipfMandelbrot | Zipf-Mandelbrot Distributions |
| zipftol.int | Zipf-Mandelbrot Tolerance Intervals |
| zm.ll | Maximum Likelihood Estimation for Zipf-Mandelbrot Models |